b)*
<p>v)
<br />g)<IP></p>
<p>32) Adobe Photoshop dasturida chizilgan va qayta ishlangan tasvirni saqlash uchun qanday klavisha ishlatiladi?
</p>
<p>a) Ctrl +O </p>
<p>b) Ctrl + N
</p>
<p>v) Ctrl + S* </p>
<p>g) Ctrl + X
</p>
<p>33) Linux operatsion sistemasi nechanchi yili yaratildi?</p>
<p>a) 1971 yil
</p>
<p>b) 1990 yil </p>
<p>v) 1991 yil*
</p>
<p>g) 1989 yil </p>
<p>34) Total Commander dasturi haqidagi qisqacha ma'lumotni qaysi klavisha beradi?
</p>
<p>a) F1*
<br /></p>
<br />b) F2
<p>v) F3
<br /></p>
<br />g) F 4
<p>35) <HI> diskriptori qanday vazifani bajaradi?</p>
<p>a) <HI>-sarlavha boshlanishini*
</p>
<p>b) hujjat nomi </p>
<p>v) tugatishni anglatadi
</p>
<p>g) <IP>-sahifa</p>
<p>36) O‘rta-maxsus kasb-hunar ta’lim markazi web saytini ko‘rsating?
</p>
<p>a) <span>www.edu.uz</span></p>
<p>b) <span>www.markaz.uz</span>*
</p>
<p>v) <span>www.eduportal.uz</span> </p>
<p>g) <span>www.dtm.uz</span>1)
<br /></div>
<br /> <div id="Section45" dir="ltr" gutter="47" >
<br /><b>34-variant</b>
<br />1) Paskal dasturlash tilining xalqaro standarti qaysi yili taklif etildi?
</p>
<p>a) 1981 yil* </p>
<p>b) 1969 yil
</p>
<p>v) 1971 yil </p>
<p>g) 1979 yil
</p>
<p>2) O‘z nomiga ega bo‘lgan alohida dastur qism (blok)lariga nima deb ataladi?</p>
<p>a) modul
</p>
<p>b) funksiya va protseduralar * </p>
<p>v) haqiqiy ma’lumotlar
</p>
<p>g) belgi </p>
<p>3) Char turidagi ma’lumotlar qanday ma’lumot?
</p>
<p>a) haqiqiy ma’lumotlar </p>
<p>b) butun sonli ma’lumot
</p>
<p>v) belgi * </p>
<br />
<br />g) belgilar satri
<br />
<br />4) <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl8AAAI/CAIAAADGKSsQAAApdklEQVR4nO3deXxPV/748UwWQakpqtoytEyM5WvpxqNTdKikCSE0jdpDbPkgsZZSSwWxVxJLQwSx76nQqKTaUV2oPiyl1K4UraVFUZHo7zaZn+oRWe695977uZ/X8495aEfe50gjr5ycfD4fz99//90NAADcw9PsDQAAYDnUEQAAEXUEAEBEHQEAEFFHAABE1BEAABF1BABARB0BABBRRwAARNQRAAARdQQAQEQdAQAQUUcAAETUEQAAEXUEAEBEHQEAEFFHAABE1BEAABF1BABARB0BABBRRwAARNQRAAARdQQAQEQdAQAQUUcAAETUEQAAEXUEAEBEHQEAEFFHAABE1BEAABF1BABARB0BABBRRwAARNQRAAARdQQAQEQdAQAQUUcAAETUEQAAEXUEAEBEHQEAEFFHAABE1BEAABF1BABARB0BABBRRwAARNQRAAARdQQAQEQdAQAQUUcAAETUEQAAEXUEAEBEHQEAEFFHAABE1BEAABF1BABARB0BABBRRwAARNQRAAARdQQAQEQdAQAQUUcAAETUEQAAEXUEAEBEHQEAEFFHAABE1BEAABF1BABARB0BABBRRwAARNQRAAARdQQAQEQdAQAQUUcAAETUETDI3/72N7O3AGj1+++/m70Fg1BHQDq6CNu494PZ3qWkjoBEdBE2lvPhbddGUkcAgHpKI20ZSOoIyMLBEXBe1BEAoIktj4/UEZCCgyPg1KgjAEAr+x0fqSMAACLqCOiPb6sCzo46AgC0stm3Vd2oIwAA96OOAABN7HdwdKOOgO64dARsgDoCANSz5cHRjToCANSxaxdzUEcAQOHYu4s5qCOgJxWXjq7wiQZwOtQRAAARdQQAQEQdAQAQUUdAN1w6ArZBHQEAEFFHAABE1BEAABF1BPTBpSNgJ9QRAAARdQQAQEQdAQAQUUdAB1w6AjZDHQEAEFFHAABE1BEAABF1BLTi0hGwH+oIAICIOgIAIKKOAACIqCOgCZeOgC1RRwAARNQRAAARdQQAQEQdAfW4dATsijoCACCijgAAiKgjAAAi6ggYh0tHwFlQR0AlFT+SA8BZUEcAAETUEQAAEXUEAEBEHQE1eB4AwN6oIwAAIuoIAICIOgIAIKKOQKFx6QjYHnUEAEBEHQEAEFFHAABE1BEoHC4dAVdAHQEAEFFHAABE1BEAABF1BAqBS0fARVBHAABE1BEAABF1BABARB2BguLSEXAd1BEAABF1BABARB0BABBRR6BAuHQEXAp1BABARB0BABBRRwAARNQRyB+XjoCroY4AAIioIwAAIuoIAICIOgL649IRcHbUEciHih/JAeDsqCMAACLqCACAiDoCACCijkBeeB4AwDVRRwAARNQRAAARdQQAQEQdgQfi0hFwWdQRAAARdQQAQEQdAQAQUUcgd1w6Aq6MOgIAIKKOAACIqCMAACLqCOSCS0fAxVFHAABE1BEAABF1BABARB0BEZeOAKgjAAAi6ggAgIg6AgAgoo7AX3DpCMCNOgIAcD/qCACAiDoCACCijsCfuHQEkIM6AgAgoo4AAIioIwAAIuoI/A+XjgDuoo4AAIioIwAAIuoIAICIOgIqcekI2Bh1BP6g4kdyANgYdQQAQEQdAQAQUUcAAETUEeB5AACIqCMAACLqCACAiDoCACCijnB1XDoCuB91BABARB0BABBRRwAARNQRLo1LRwC5oo4AAIioIwAAIuoIAICIOsJ1cekI4EGoIwAAIuoIAICIOgIAIKKOcFFcOgLIA3UEAEBEHQEAEFFHAABE1BGuiEtHAHmjjgAAiKgjAAAi6ggAgIg6wuVw6QggX9QRAAARdQQAQEQdAQAQUUcgH1w6Ai6IOsK1qPiRHAAuiDoCACCijgAAiKgjAAAi6ggXwvMAACgg6ggAgIg6AgAgoo4AAIioI1wFl44ACo46AgAgoo4AAIioIwAAIuoIl8ClI4BCoY4AAIioIwAAIuoIAICIOsL+uHQEUFjUEQAAEXUEAEBEHQEAEFFH2ByXjgBUoI4AAIioIwAAIuoIAICIOsLOuHQEoA51BABARB0BABBRRwAARNQRtsWlIwDVqCMAACLqCACAiDoCACCijrAnLh0BaEEdAQAQUUcAAETUEQAAEXUE/sClI4B7UUfYkIofyQGAe1FHAABE1BEAABF1BABARB1hNzwPAADtqCMAACLqCACAiDoCACCijrAVLh0B6II6AgAgoo4AAIioI4AC6dmzZ0JCgtm7+IOXl9fp06fLlStn9kbU6Ny585IlS6Qu0bFjx4ULF7q7u0tdxfaoI+yDS0epvvnmG7O38D+3b99OTEwcNmyY2RtRw4B3o1JfJY1KIGUvZG/UEUCB7N+/3+wt/GnevHnOWMesrKyDBw8asFBSUpKfn1+7du0MWMuuqCOA/B0/fvz69etm7+JPJ06c2LJli6+vr9kbKZzDhw9nZGQYs1a/fv0CAwNLlChhzHL2Qx0B5G/fvn1mb0EUHx/vdHU08rvTly9fVk6QDofDsBVthjrCJrh0lMo6l453paSknD9/vnz58mZvpBAMfjdu3LiROqpGHQHkz4Jnx8zMzPnz548YMcLsjRSCwXW01FWx06GOAPJnwbOjIiEhYfjw4Sq+bWAWg9+NFy5cMHI5m6GOAPLXrVu3bdu2ffHFFz///LPZe/nTqVOnNm/e7O/vb/ZGCsrX13ft2rUXL140Zjkn+rrBgqgj7IBLR9nezKb84sCBA9u3b/8s24kTJ8zel9vcuXOdqI5z5syZOXPmxx9/vGrVqtWrV1+5ckXqck76hAkWQR0BFELNbL169VJ+fe7cOaWRObHcu3dvZmam8fvZuHHj2bNnn3jiCeOXVsfDw+OVbHFxcevWrZs+ffrXX38taa3atWtLmuwKqCMAlR5//PHgbMqvb9y48eWXX+bEUvnFtWvXjNlDVlbW/PnzR44cacxyOvL29m6X7YMPPoiMjDx27JjuS7z88su6z3Qd1BGADooXL94km1v2d6337dt39xuwp0+flrp0QkLCiBEjnPdpRQMCApT3W/v27ZOTk/Wd3KpVK30HuhTqCKfHpaPVKP9F6mTr06eP8o8NGjTYuXOnvOWU+qampjZv3lzeErIVLVp07dq1vr6+H330kV4zGzVqVKVKFb2muSDqCECuyMjIDh06SF0iPj7eqevolv0lRVRUlI515HkANKKOAOR6/fXXBw8efO7cOXlLKGfHM2fOVKhQQd4SBnj22Wf1GuXj46O82/Wa5pqoIwC5PD09w8PDR40aJW+JrKyshISEMWPGyFvCALdu3dJr1OjRo3mwo0bUEc6NS0en0KtXr/Hjx+v42f9+iYmJSoCd92dz3LJfCEWXOfXr1+e1q7SjjgCke/TRR994441FixbJW+LMmTObNm0KDAyUt4RsO3bs0D5E+fogJiZG+xxQRwBGiIiIkFpHt+yfzXHqOqakpGgf4nA4XnjhBe1zQB0BGKFevXovvfTS9u3b5S2xefPm06dPV6xYUd4S8vz444/K/jUOqVy58oQJE3TZD6gjXAuXjiZSjo9S63jnzp158+aNHTtW3hLyxMTEaHwqPnd396SkpBIlSui1JRdHHeHE+Kk859K6dWvlYCf1qXPmz58/evRoDw8PeUvIcOnSpdmzZ2sc8uabbyqnc132AzfqCMAwSrQcDsdbb70lb4lz586lpKQEBQXJW0KGUaNGXb16VcuEf//731FRUXrtB27UEYCRevToMXbs2Js3b8pbIj4+3rnquHPnTmXPWiaULVt2xYoVTnditjjqCMA4pUuX7tChQ0JCgrwl0tLSTp06ValSJXlL6OjWrVthYWF37txRPUGJ4sqVK5988kkddwU36gjnxfMAOKmIiAipdcz52Zxx48bJW0JHb7755oEDB7RMmDJlyn/+8x+99oO7qCMAQ9WqVUv5bP7xxx/LWyIxMfGdd96x/nca161bFxcXp2VC165d+/fvr9N28BfUEYDRIiMjpdbx/Pnz77//fps2beQtod3hw4eVtmmZ8PLLL2u8sEQeqCMAowUGBj711FMnTpyQt4SSDSvX8eeff1beCdeuXVM9wcfHZ+3atZ6efA6XhfcsnBKXjk5N+c/Xt2/fQYMGyVsiPT39+PHjTz/9tLwlVMvMzAwODj5y5IjqCY899tjmzZsfeeQRHXcFAXUEYIKwsLBRo0Zdv35d0nzli6F58+ZFR0dLmq9Ft27dtHxjuWTJkqmpqZUrV9ZvR8gFdQRggocffrhLly7anyAmDwsWLIiKirLa9x6HDx++ZMkS1W/u7e29fv36unXr6rcj5M5aHzcAXEe/fv3mzJkj7zveP/30U3JycnBwsKT5Krz77rsTJ05U/eYeHh7Lly9v0qSJjlvCg1BHOB8uHe2hWrVqvr6+H374obwl4uPjrVPHRYsWDR48WPWbKx/28+bNc66nAXJq1BGAaSIiIqTWcevWrceOHatSpYq8JQpozZo13bt31/JVWlxcXGhoqH47Qj6oIwDT+Pv7+/j4HD58WNJ8pUZz586dNGmSpPkFtGnTpg4dOmRlZameMHXqVIfDoeOWkC/qCMBMffv2VU6Q8uYvXLhw3LhxXl5e8pbIm3I4Dg4Ovn37tuoJ48ePHzhwoI5bQkFQRzgZLh1tJjQ09O2339b4+k15uHDhwrp169q2bStpft62bNkSFBR069Yt1ROioqKkvuYXHoQ6AjBTiRIlunbtGhMTI2+J+Ph4U+qYlpamPY0jRozQcUsoOOoIwGT9+vWLi4vT8ipOefvkk0+OHDnyz3/+U9L8XG3evLl169Za0jh+/HhOjSaijgBM9vTTTwcEBGzcuFHeEnPnzp0yZYq8+QLlzxIcHJyRkaF6wtSpU7lrNBd1hDPh0tGuIiMjpdZx4cKFylGsSJEi8pa4a/369W+88YbqH8NRPshnzpwZHh6u765QWNQRgPmaNm1ao0aNb7/9VtL8S5curV27tl27dpLm37Vs2bIuXbqofvCGu7u7cszt1q2bvruCCtQRgCVERET07t1b3vz4+HjZdUxISFD+CKovUL28vBYvXhwSEqLvrqAOdQRgCZ06dXrrrbd+/vlnSfO3bdv23XffVatWTdL8GTNmaLkpLFq06Jo1awICAnTcErSgjnAaXDraW7Fixbp37y71Z2eU4+P06dNlTI6Kiho9erTqNy9ZsuSGDRsaN26s45agEXUEYBV9+vRR6qXlGdfylpSUFB0d7e3tre/YIUOGTJs2TfWbly5dOjU19fnnn9dxS9COOgKwin/84x+tWrVat26dpPmXL19evXp1x44d9Rr4+++/h4eHz507V/WE8uXLp6Wl1axZU68tQS/UEYCFREREyKujW/YDH/Wqo3LG7dKly7Jly1RPqFSpUnp6uhVeQgT3o45wDlw6uohGjRrVqVNn7969kuZv37794MGD1atX1zgnIyMjJCRkw4YNqidUq1ZNSeOTTz6pcSeQhDoCsBbl+BgWFiZvfnx8/IwZM7RMuHHjRlBQkNI21RPq1q27ZcuWsmXLatkGpKKOcuVx4uFkA+Sqffv2Q4cOvXjxoqT5SUlJEydOLFq0qLo3v3r1akBAwOeff656Ay+++OKmTZtKlSqlegIMQB1lyfc7gTm/gUYCAm9v7549e06YMEHS/F9++WXVqlWdO3dW8bZKs/38/Hbv3q169VdeeSU5Obl48eKqJ8AY1FF/hboho5EFwaWjq3E4HJMnT87MzJQ0Pz4+XkUdz549q7Tt0KFDqtcNCgpasWKFMU/3Co2oo55UfBK/+4Z8NgfueuKJJ1577bWVK1dKmv/FF1/s37+/Vq1aBX+TEydOKGlU/lf1oh07dlywYIGHh4fqCTASddSH6i4KE2gkkCMyMlJeHd2yj49xcXEF/M0HDx5s1qyZcnZUvVx4ePisWbNUvzmMRx11oD2N944ikICiQYMGzz333K5duyTNX7JkyeTJk4sVK5bv79y9e7efn5+WnxIaOnRodHS06jeHKagjbIivMOxBOT526tRJ0vArV64oZ9PQ0NC8f9vnn3/evHlz5TerXmjChAnDhg1T/eYwC3XUSseD492BfHK/l+7vYTiLkJCQIUOGnD9/XtL8+Pj4vOuYlpbWunXrGzduqJvP6xg7NeqoHp+1Aam8vLx69+49ZswYSfN37Nixb9++2rVr5/r/vv/++23bts3IyFA33MPDY8GCBTo+pysMRh3VkN1Fjo9ADqWOEyZMUJ2ofCnHx1x/WGbp0qVdu3ZV/ZASb2/v5cuXBwUFadocTEUdC4fzImCkcuXKKQe4xYsXS5qvVHDKlCnCY/OVZDocDtVfoSrTkpOTX3nlFT02CNNQx0IwMo0cH3PwPACIiIiQV8erV68qh7x7n9Z16tSpb775puqBpUqV2rRp04svvqjH7mAm6lggHBkBszz77LNKbLQ8r2nelJPi3TqOGjVq3Lhxqkc9+uijH374Yd26dfXZGUxFHfNhYhc5PgI5lOOjvDru2rVrz549StIGDBgQExOjek6FChXS0tKqVaum495gIur4QJwXAYt47bXXlPacOXNG0vzZs2ffuXMnMTFR9YQqVaqkp6dXqlRJx13BXNQxdxZJo4sfH7l0RA4PD4/w8PARI0ZImp+QkKDlzWvWrKmcGsuXL6/XfmAF1FFkkS4CuFfPnj2joqJ+++03szciev755zdv3vzII4+YvRHojDr+yZpddPHjI5CjTJky7du31/LNTxkaN26ckpJSokQJszcC/VHHP1iziwDuFRERYak6BgQErFmzpmjRomZvBFJQRydIo2seH7l0hKB27drKWe2///2v2Rv5Q0hIyJIlSzw9+RRqWy79n9b6XbzLNQMJCCIjI61Qx7CwsLlz5zrRJxCo4KJ15MMacEYtW7asVKnSqVOnTNxD//79p0+fbuIGYAyXq6PzdpHjI+Du7t63b98hQ4aYtYFRo0bJe80QWIpr1dF50+hquHTEg3Tv3n306NGqX3NRi2nTpg0YMMD4dWEKV6mjPbrI8REoVapU586d33vvPSMXVc6s9z4dK1yB/etojy4CuKtfv35G1tHLy2vx4sUhISGGrQgrsHMdDehizkmOV7YCjFS9evVmzZqlpaUZsFbRokXXrFkTEBBgwFqwFNvWUXax7k2U8mtOqDri0hH5ioiIMKCOJUuW3LBhQ+PGjWUvBAuyYR2N7KIpOD4CymGuatWqR48elbdE6dKlU1NTn3/+eXlLwMpsVUfDvpWa67/n+AgYRvnr1rdv3/79+8tbYuDAgaTRldmkjiZ20RQcH4GuXbuOHDny2rVrkuYvWrRo+PDhkobD+mxSR6kK2CGDj492DSSXjiigkiVLhoaGxsXFSZp/5MiR1NRUf39/SfNhcXaoo7wm8WkXsLJ+/frNnDlT3t/T2NhY6uiy7FBHSVT8leP4CBipatWqSr0++OADSfO3bNny3XffVatWTdJ8WBl1zAXJAZxFZGSkvDoqnwri4uKU46mk+bAyp6+jvmc17V3k+KgFl44orM8++0zq/KSkpAkTJjz88MNSV4EFOX0d9aLjJ1ke3QEYQzk4yvupnBy//vrr/PnzefJxF0Qd/+DU5w+bHR+BgsjKygoNDV26dKkBa82aNat///58yetqXL2OkrrC8RGQ57fffgsJCdm4caMxyx0/fjwlJaVly5bGLAeLcPo6qu6Qnc5bLnt8dM0/tYu7du1aYGDgtm3bjFw0NjaWOroap6+jCsZ8SuX4WFi8u5Cvixcv+vn57d692+B1t27deuDAgZo1axq8LkxkhzoWqkN2PW247PERruP06dPNmjU7fPiwKasrx8f4+HhTloYp7FDHAjI+Hjy6A9DLd999p6TxzJkzZm1g6dKlkyZN+vvf/27WBmAwm9Qx71chphmAU/v666/9/f0vXrxo4h5u3Lgxb968IUOGmLgHGMkmdcxhwQpyfCwgngcAD/LJJ5+0atVK3mtxFNysWbMGDRrk7u5u9kZgBFvVEYDNbNiwoW3btrdu3TJ7I3/4/vvvk5OT27RpY/ZGYATqKB3HR0CdpKSksLCwrKwsszfyp5iYGOroIqijEXh0B1BYsbGxAwYMsNqXep9++unevXvr1Klj9kYgHXW0Iac7PnLpCMHo0aOjoqLM3kXulGzPnz/f7F1AOupoEI6PQAH169dv1qxZqt/8ueeeq1Wr1sKFC/Xb0V8sX7588uTJZcqUkTQfFkEd7cnpjo+AIjMzMzQ0dNmyZaonvPTSS5s2bTp//vyiRYsk/RX47bff4uPjhw8fLmM4rIM6GofjI5AHpTrBwcFaXsrY19d3/fr1xYoVK1myZNOmTdPT03Xc3r3mzJkzdOhQDw8PSfNhBdTRtpzl+MilIxRXr15t0aLF9u3bVU8ICgpasWJFkSJFcv7R4XDIq+MPP/ywZs2atm3bSpoPK6COhuLRHcD9Lly44Ofnt2fPHtUT2rdvv2jRonsPcy1btqxYseLp06d12F9uYmNjqaO9UUcAZvr++++bNWt25MgR1RN69Ojx3nvvCV93uru79+zZc+TIkZo3mLsvvvji66+/fvbZZyXNh+moo9E4PgJ3HTp0yNfXV8tziw8YMGDatGm5/l9KNceOHXv79m3Vw/MWExOTlJQkaThMRx1hJi4dXdmuXbv8/f0vXbqkesLbb7+t9O9B/2+5cuXatGmzcuVK1fPztmrVqqlTpyqrSJoPc1FHE3B8BD7++ONWrVr9+uuvqidMmjQp31fMcDgc8uqYkZExZ86c0aNHS5oPc1FHc/DoDriy5OTkdu3aqX5uceXvzqxZs3r37p3v72zYsGGtWrX279+vbqF85Tzw0cvLS9J8mIg6ugSOj7COhQsX9ujRQ/Vzi3t4eCQmJnbq1KmAvz88PLxPnz7q1srX+fPnlbNpx44dJc2HiaijaTg+cunogmbMmDFo0CDV/x2LFCmybNmyQr1KhtLRYcOGyXt5yLi4OOpoS9TRVXB8hOlGjhw5fvx41W9erFixtWvXvvrqq4V6qxIlSiiBnD17tup18/bVV199+eWXDRo0kDQfZqGOZuL4CBehfKj37dt3zpw5qicokUtJSWncuLGKt3U4HPLq6Jb90A7qaD/U0YVwfIQpMjMzO3fuvGLFCtUTHnnkkdTU1BdeeEHdm9eoUaNRo0bbtm1TvYG8KSfac+fOPf7445LmwxTU0WQu++gOLh1dxM2bN4ODg5W2qZ5Qrly5LVu21K5dW8s2lOOjvDoq+VfOppZ9QUqoQx0ByHLlypUWLVp89tlnqidUqFAhPT3dx8dH407atGlTvnz58+fPa5zzIHPnzh05cuTd50CHDVBH87ns8RH29tNPP/n5+e3du1f1hKeffvqjjz6qVKmS9s14enp279593Lhx2kfl6sKFC8uWLQsNDZU0H8ajjgD0d+rUqWbNmh09elT1hOrVqyunRh0v83r16hUdHa36cZb5io2NpY52Qh0twdWOj1w62tvBgwd9fX1/+OEH1RPq1q27ZcuWsmXL6rirJ598MjAwMDk5WceZ99qzZ8+nn37asGFDSfNhMOpoFTy6A/bw1Vdf+fv7X758WfWEBg0apKamlipVSsdd5ejTp4+8OrplHx+po21QRxdl+vERtrR169agoCAtzy3epEmT999//6GHHtJxV3c1bdrUx8fn8OHDMoa7ZT9/7OnTpytWrChpPoxEHS2E4yOc2vr169u3b6/6ucUVzZs3X7Nmjbe3t467EoSHhw8YMEDS8KysrFmzZk2cOFHSfBiJOrous46PXDra0oIFC3r27KnlZ15ef/31pUuXenrK/aQUGho6YsSIGzduSJqfkJAwZsyYokWLSpoPw1BHa+H4CGc0ffr0wYMHa5mgREvpiru7u15bepBSpUq1a9du/vz5kuZfvnx58eLFPXr0kDQfhqGOLo3bR2inHMWio6O1TOjTp09cXJxe+8mXw+GQV0e37FftoI42QB0tx9Ue3QHnpXzkKKWJj4/XMmTo0KEa41pY9erVq1+//o4dOyTN379//9atW5s0aSJpPoxBHWF1xNuaMjMzO3XqtHLlSi1DoqKilKOnXlsqOCXq8urolv3QDuro7KijFdn4+Mitqj3cvHmzTZs2H374oeoJykfCu+++GxERoeOuCq5t27aDBg26ePGipPkbN248efJk5cqVJc2HAagjgMK5cuVK8+bNP//8c9UT3N3d586d261bNx13VShFihRRVp88ebKk+Xfu3ImLi5s2bZqk+TAAdbQoGx8f4dR+/PFHPz+/ffv2qZ7g6em5ePFi5fSm465U6N2799SpU5WMSZqfmJgYFRVVvHhxSfMhG3W0Lh7dAas5efJks2bNjh07pnqCl5fXypUrg4KC9NuUSpUrV3711Vc/+OADSfOVE/aiRYvCw8MlzYds1BH/Y8DxkecBcGrffvutr6/v2bNnVU/w9vZes2ZN8+bNddyVFg6HQ14d3bIf2kEdnRd1tDSOj7CInTt3BgQEaHlu8aJFiyYnJyt91XFXGvn7+z/11FMnTpyQNP/QoUNbtmyx1B8ZBUcd8SduH5Gr9PT01q1bX79+XfUE5dRotTS6ZX/A9+rVa9iwYfKWiImJsdqfGgVEHa2OH8+BudatW9e+ffuMjAzVE6yZxhxhYWGjR4/W8szpedu8efPRo0erVq0qaT7koY4wCJeOzigxMVE5XWl5bvEiRYooffXz89NxVzoqU6ZMSEjI4sWLJc1XPobj4uKUE6Sk+ZCHOjoBjo8wxYwZMwYOHKhlgqen5/Lly/39/fXakgwOh0NeHRULFy4cN25cyZIl5S0BGagjgFwon9BHjRqlZYK7u/uiRYtat26t15YkqV+/fr169Xbv3i1p/rVr1xYsWGDWswJBNeroHDg+wkjDhg3T/jwycXFx7dq102U/sinHR6mvqjFz5kzq6HSoI4zApaMTGTBggPZ7snfeeceJHurXvn37IUOG/PLLL5LmHz16dNOmTdZ5oCcKgjo6DY6PMEDfvn1nz56tcUjPnj1Hjhypy36MUaxYsS5dukj92ZnY2Fjq6FyoozPhyQEglXLa0/hijQqlAdr7ajzlz64ETN5XhGlpaYcOHfrXv/4laT50Rx3xQBwfXUqfPn20p7F27dorVqxwd3fXZUtG8vHxadq0aXp6urwllPo649cNLos6OhlnPD5y6Wh9kZGRc+bM0TikXLlyKSkpDz30kC5bMp7D4ZBax8WLF0dHR5cqVUreEtARdUReOD66giFDhsTFxWkc4unpuXr16ooVK+qyJVO0bNmyQoUKZ86ckTT/+vXrCQkJgwYNkjQf+qKOzocfz4GOxo4dq8uL9E6ePLlhw4ba55jI3d29Z8+eGh/lmbdZs2YNHDjQ6b7945qoI+C6YmJixowZo31OixYt+vfvr32O6Xr06BEVFXX79m1J80+ePLlhw4ZWrVpJmg8dUUen5ETHRy4dLWvZsmUanygux2OPPbZgwQLtc6xA+bO0bt161apV8pZQviKhjk6BOgKuKC0trWvXrrp8ITJ79uwyZcpon2MRDodDah0/+eST/fv316pVS94S0AV1dFZOdHyE1XzzzTfBwcG6fP8wMDDQ+s+kWiiNGjWqWbPmgQMH5C2hHB/nzZsnbz50QR2dmDM+ugOmO3/+fIsWLa5du6Z9lKenpy4/0WM1yvGxT58+8uYvW7Zs0qRJpUuXlrcEtKOOKCgVx0cuHa0mIyMjKCjo9OnTukzr0KGDLV/Xt1OnTsOGDdPlC4hc3bx5Uzk7Dh06VNJ86II6OjeOjygU5VS0c+dOvabZ4+dU71eiRImOHTtqf3qEPMyePXvw4MEeHh7yloBG1BGFwO2jU5s/f35iYqJe02rWrFmnTh29plmN8mWE1Doqx/f169cHBwfLWwIaUUenx/ERBXHw4MHIyEgdBzZt2lTHaVajtL9hw4affvqpvCViY2Opo5VRRxROwY+PXDpaR2ZmZocOHW7cuKHjzJdfflnHaRakHB+l1nH79u27d++uV6+evCWgBXW0Ax7dgbxFR0fv2bNH35nVq1fXd6DVvPbaa4899tiPP/4obwnl+GibJ1KwH+oI2NyxY8fGjx+v+1ilHLrPtBRPT8/u3bvLeNfdtWLFismTJz/66KPyloBq1NEmOD7iQQYOHJiRkaH72OLFi+s+02p69eo1ceLErKwsSfNv3boVHx//9ttvS5oPLagjrILcyrBjx46UlBQZk8+dO1epUiUZk62jQoUKgYGBycnJ8pZ47733hg0bppxT5S0BdfhPYh+WOj7yY7QWER0dLWlyenp6WFiYpOHW4XA4pNbx7Nmzq1evbteunbwloA51tBUe3YF7nTlzZtOmTZKGT5kypXPnzl5eXpLmW8Qrr7zi4+Nz+PBheUvExsZSRwuijlCP20eLW7dunbw7MyUYnTp1Wrp0qe2f8KV37966vNTXg+zYsaN8+fK1a9f+v/+vRo0axYoVk7ciCoI62g3HR9yVnp4udf6qVatOnTqVmJho70d3dO3adcSIETdv3pS3xE8//ZSeLecf3d3dq1Sp8n/3UP5R+ZfyNoD7UUdokuvxkecBsIi9e/fKXkI59yiHng4dOkRERDzzzDOylzNFqVKl2rVrp+OT8OXrzp07R7Ipp/+cf6McJZUD5b29tP0jakxHHW2I4yNyKCcSA1bJyspKyqZ8+g4LCxswYIABixrM4XAYWcf7KSfXr7Pd/Tdly5a9W8oXX3zR3sd3U1BHaMXto2V5enreunXLsOW+/fbbzz77zJZ1VI7F9evXVw7KZm/kTxcvXvw4m1v2i6VMnz7d7B3ZDXW0J0s9ugNmKVeu3IkTJ4xcUTnHGLmckZTjo6XqeK/atWubvQUboo7QGZeO1lGhQgXqqJeQkJCBAwdeunTJ7I3kgjrKQB1ti+MjmjRpIvVVJu5n4zp6e3t369ZtypQpZm9E5OHhUbNmTbN3YUPUEbCtwMDAd955x7DlihUrVrVqVcOWM17v3r2nTZt2584dszfyFz4+Pkq5zd6FDVFHO+P46OKeeeaZ5557bteuXcYsV6NGDXv/sPRTTz3l5+eXmppq9kb+ok6dOmZvwZ6oo80ZH8jCvglBlWrKlClNmjQx5p1s42+r3uVwOKxWRy4dJaGOgJ01btx45MiRY8eONWAtV6hjQEBA5cqVT548afZG/kQdJaGO9seTA7i4MdnM3oVNKH+Vjh8/bvYuYATqCACAiDq6BMseH7l0BGBN1BEAABF1dBWWPT4CgAVRRwAARNTRhVjt+MilIwDLoo4AAIioo2ux2vERAKyJOrocAgkA+aKOMAeXjgCsjDq6Io6PAJA36ggAgIg6uiiOjwCQB+oIE3DpCMDiqKPr4vgIAA9CHQEAEFFHl8bxEQByRR1hNC4dAVgfdXR1HB8B4H7UEQQSAETUEQAAEXXEHww7PnLpCMApUEcAAETUEf/D7SMA3EUdAQAQUUf8ieMjAOSgjgAAiKgj/oLjIwC4UUcYiYdzAHAW1BEijo8AQB2RCxmB5OAIwIlQRxiBNAJwLtQRueP7qwBcGXWEdBwcATgd6ogH0n58pIsAnBR1RF5y8qaikXQRgFOjjshfoRpJFwHYAHVEQZE9AK6DOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACCijgAAiKgjAAAi6ggAgIg6AgAgoo4AAIioIwAAIuoIAICIOgIAIKKOAACIqCMAACLqCACAiDoCACD6f3uxQtRjNRBEAAAAAElFTkSuQmCC" name="Object9" align="bottom" width="28" height="19"> paskal tilida qanday yoziladi?
<p>a) exp(x) </p>
<p>b) sqr (x)
</p>
<p>v) abs (x) </p>
<p>g) sqrt(x) *
</p>
<p>5) 3ab2 ifodani paskalda yozing?</p>
<p>a) a3*a* sqr(b) *
</p>
<p>b) 3*a* sqrt(b) </p>
<p>v) 3*a* sqrb
</p>
<p>g) 3*a/sqrt(b)</p>
<p>6) Rewrite protsedurasining vazifasi?
</p>
<p>a) fayl hadini o‘zgaruvchiga o‘qiydi</p>
<p>b) faylli o‘zgaruvchiga tashqi fayl ismini
</p>
<p>o‘zlashtiradi</p>
<p>v) ochiq faylni yopadi
</p>
<p>g) yangi faylni yaratadi va ochadi. *</p>
<p>7) Close protsedurasining vazifasi?
</p>
<p>a) yangi faylni yaratadi va ochadi</p>
<p>b) faylli o‘zgaruvchiga tashqi fayl ismini
</p>
<p>o‘zlashtiradi</p>
<p>v) ochiq faylni yopadi. *
</p>
<p>g) fayl hadini o‘zgaruvchiga o‘qiydi</p>
<p>8) Displeyni grafik rejimga o`tkazish
</p>
<p>a) uses graph </p>
<p>b) Init graph *
</p>
<p>v) close graph </p>
<p>g) GD :=detect
</p>
<p>9) Grafik rejimni o`rnatish?</p>
<p>a) GD :=detect
</p>
<p>b) close graph</p>
<p>v) uses graph*
</p>
<p>g) Init graph</p>
<p>10) Line(xl, yl, x2, y2) protsedurasining vazifasi nimadan iborat
</p>
<p>a) chapdan yurjoridagi burchagi (xl,yl) va o'ngdan pastki burchagi (x2,y2) koordinatali nuqtalar orqali o'tkazilgan to'g'ri to'rtburchak chizadi</p>
<p>b) (x1.,1l) va (x2,y2) koordinatali nuqtalarni tutashtiruvchi kesma chizadi *
</p>
<p>v) oldindan aniqlangan shriftda, yo'nalishda va belgi o'lchovida TextString qatorini (x,u) nuqtadan boshlab chop etadi</p>
<p>g) oldin o'rnatilgan rangga to'ldirilgan ellips chizadi
</p>
<p>11) Ko`rsatkich nima?</p>
<p>a) Ko‘rsatkich – ma’lum toifadagi o‘zgaruvchining qiymati yozilgan xotira adresini saqlaydigan o‘zgaruvchidir, ya’ni u o‘zgaruvchining qiymati joylashgan adresga murojaat qiladi *
</p>
<p>b) Shaxsiy kompyuter tezkor xotirasi</p>
<p>v) Ko`tsatkichlar — bu ma’lumotlarda birjinsli chiziqli bog‘liq ixtiyoriy ikki element o‘rtasiga boshqa elementlarni kiritish va ixtiyoriy elementni olib tashlash ruxsat etilgan
</p>
<p>g) Chiziqli bir aloqali ro’yxatning xususiy holi</p>
<p>12) Operator nima?
</p>
<p>a) paskalning buyruq va ko‘rsatmalari</p>
<p>b) o‘z nomiga ega bo‘lgan alohida dastur
</p>
<p>qism (blok)lari </p>
<p>v) dasturda boshqarish uzatilayotgan
</p>
<p>operatopni ko‘rsatadi </p>
<p>g) dasturlash tilining biror tugallangan amalni berish uchun mo‘ljallangan buyrug‘i*
</p>
<p>13) Repiat operatori quyidagi shaklda yoziladi…….</p>
<p>a) Repiat s1; s2; …..sn do
</p>
<p>b) Repiat until b do</p>
<p>v) Repiat s1; s2; …..sn until s do *
</p>
<p>g) Repiat s1; s2; …..sn until b </p>
<p>14) For k:=k2 downto k1 do s qanday natija hosil bo’ladi?
</p>
<p>a) s ifoda k1 to k2 kamayadi</p>
<p>b) s ifoda k2 to k1 kamayadi*
</p>
<p>v) natija yo`q </p>
<p>g) To‘g‘ri javob yoq
</p>
<p>15) Parametrli takrorlash operatorining umumiy ko`rinishi.</p>
<p>a) While mantiqiyu ifоda do s
</p>
<p>b) For k:= k1 to k2 do </p>
<p>v) Repiat s1; s2; …..sn until s do
</p>
<p>g) For k:= k1 to k2 do s*</p>
<p>16) Takrorlash operatorlarining turlari bor
</p>
<p>a) Parametrli takrorlash operatori</p>
<p>b) FOR, repiat, while*
</p>
<p>v) Repiat takrorlash operatori</p>
<p>g) While takrorlash operatori
</p>
<p>17) Tanlash оpеratоrining umumiy ko’rinishi? </p>
<p>a) <tur nomi> RECORD <maydonlar
</p>
<p>ro‘yxati> END</p>
<p>b) CASE N OF INTEGER
</p>
<p>v) FOR N OFB Case N of* </p>
<p>g) <tur nomi> = RECORD <maydonlar
</p>
<p>ro‘yxati> END,</p>
<p>18) Paskal tili qachon yaratilgan?
</p>
<p>a) 1969 yil N.Virt *</p>
<p>b) 1969 yil Blez Paskal
</p>
<p>v) 1869 yil N.Virt </p>
<p>g) 1981 yil Borland
</p>
<p>19) Mantiqiy o’zlashtirish opertori qanday ifodalanadi? </p>
<p>a) true va false xizmatchi so’zlari bilan
</p>
<p>b) char false xizmatchi so’zlari bilan</p>
<p>v) string false xizmatchi so’zlari bilan
</p>
<p>g) Boolean false xizmatchi so’zlari bilan*</p>
<p>20) Y<sup>4</sup> darajasini paskal tilida ifodalang
</p>
<p>a) exp(ln(4)(; </p>
<p>b) exp(4*ln(y)); *
</p>
<p>v) Y*Y*Y*Y </p>
<br />
<br />g) Sqr(y)*sqr(Y):
<br />
<br />21) <img src="data:image/png;base64,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" name="Object10" align="bottom" width="65" height="42">Paskalga o’giring?.
<p>a) sqr(x)+6*x/exp(3*ln(sqr(x)+3)) *</p>
<p>b) sqr(x)+6*x/exp( (sqr(x)+3)*3*ln))
</p>
<p>v) sqr(x)+6+x/exp(3*ln(sqr(x)+3))</p>
<p>g) sqr(x)+6*x/exp(3*(sqr(x)+3))
</p>
<p>22) EHM da masala yechish bosqichlarini sanab bering </p>
<p>a) 8 ta b) 5 ta
</p>
<p>v) 7 ta * g) 3 ta </p>
<p>23) Paskal tilining alifbosini tashkil etuvchi asosiy belgilar majmuasini ko’rsating:
</p>
<p>a) maxsus belgilar, arifmetik amal belgisi</p>
<p>b) solishtirish amallari, xizmatchi so'zlar:
</p>
<p>v) harflar, raqamlar va maxsus belgilar</p>
<p>g) Solishtirish amallari, Xizmatchi so'zlar,
</p>
<p>harflar, raqamlar va maxsus belgilar* </p>
<p>24) Paskal tilining standart qachon e’lon qilindi
</p>
<p>a) 1969 yilda </p>
<p>b) 1981 yilda *
</p>
<p>v) 1971 yilda </p>
<p>g) 1983 yilda
</p>
<p>25) DOS modulining vazifasi nimadan iborat?</p>
<p>a) SHEHM soatidan yil, oy, kun va hafta kunini o’qiydi.
</p>
<p>b) SHEHM kun, oy, yil va vaqt ma’lumotlarini faylga yozish uchun ixcham holda tayyorlaydi.</p>
<p>v) SHEHM da ochiq F fayl uchun kun, oy, yil va vaqtning ixcham yozuvini yozib beradi
</p>
<p>g) MSDOS muhiti bilan ishlashga hamda uning imkoniyatlaridan foydalanishga mo’ljallanilgan protseduralari va funksiyalariga ega*</p>
<p>26) Yozuv nima ?
</p>
<p>a) Yozuv — bu yozuv maydonlari deb ataluvchi belgilangan sondagi tashkil etuvchilardan iborat ma’lumotlar tasnifidir. *</p>
<p>b) Yozuv — bu yozuv maydonlari deb ataluvchi idintefekatorlar ketma ketligi.
</p>
<p>v) Bir tomondan, fayl bu qandaydir axborotga ega bo‘lgan, tashqi xotiraning nomlangan sohasi.</p>
<p>g) to‘g‘ri javob yo‘q.
</p>
<p>27) Yozuvlar turini e’lon qilishda qanday operator ishlatiladi?</p>
<p>a) <tur ismi> = ARRAY [<ind.tur.ro‘yx.>] OF <tur>
</p>
<p>b) <turnomi> = RECORD <maydonlar ro‘yxati> END* </p>
<p>v) <turnomi> RECORD <maydonlar ro‘yxati> END
</p>
<p>g) <tur ismi> = set of <baz.turi></p>
<p>28) Dinamik xotira nima?
</p>
<p>a) 16 baytlik xotira bo‘lagi dinamik xotira deyiladi</p>
<p>b) Dinamik xotira —ma’lum toifadagi o‘zgaruvchining qiymati yozilgan xotira adresini saqlaydigan o‘zgaruvchidir, ya’ni u o‘zgaruvchining qiymati joylashgan adresga murojaat qiladi
</p>
<p>v) Shaxsiy kompyuter tezkor xotirasi, axborotni saqlash uchun elementar yacheykalar-baytlar to‘plamidan iborat.</p>
<p>g) Dinamik xotira — bu ma’lumotlar segmenti, stek (odatda, va dastur tanasi uchun ketgan sig‘imlar olib tashlangandan keyin dasturga, uning ishi vaqtida beriladigan, shaxsiy kompyuterning tezkor xotira qismi. *
</p>
<p>29) New (A) protsedurasi qanday vazifani bajaradi. </p>
<p>a) New (A) protsedura, A ko‘rsatkich uchun bayon etilgan turga mos ravishda xotira sohasini ajratadi va ajratilgan xotira adresini ko‘rsatkichga yozadi. *
</p>
<p>b) New (A) protsedurasi Color rangi bilan sohalarni to‘ldirish va ularni ko'rsatilgan uslubda to‘ldirish (shtrixlash) uchun ishlatiladi</p>
<p>v) New (A) protsedura, A ko‘rsatkich ko‘rsatayotgan xotira sohasini bo‘shatadi, shundan keyin xotiraning bu sohasi boshqa dinamik o‘zgaruvchilar taqsimoti uchun ishlatilish imkoniyatiga ega bo‘ladi.
</p>
<p>g) New (A protsedurasi oldin o'rnatilgan rangga to'ldirilgan ellips chizadi.</p>
<p>30) Dispose (A) protsedura qanday vazifani bajaradi.
</p>
<p>a) Dispose (A) protsedurasi Color rangi bilan sohalarni to'ldirish va ularni ko'rsatilgan uslubda to'ldirish (shtrixlash) uchun ishlatiladi</p>
<p>b) Dispose (A) protsedura, A ko‘rsatkich ko‘rsatayotgan xotira sohasini bo‘shatadi, shundan keyin xotiraning bu sohasi boshqa dinamik o‘zgaruvchilar taqsimoti uchun ishlatilish imkoniyatiga ega bo‘ladi. *
</p>
<p>v) Dispose (A) protsedura, A ko‘rsatkich uchun bayon etilgan turga mos ravishda xotira sohasini ajratadi va ajratilgan xotira adresini ko‘rsatkichga yozadi.</p>
<p>g) Dispose (A protsedurasi oldin o'rnatilgan rangga to'ldirilgan ellips chizadi.
</p>
<p>31) Massini ta`rifi to`gri ko`rsatilgan ta`rifini ko`rsating</p>
<p>a) chеkli elеmеntlаr to'plаmigа аytilаdi
</p>
<p>b) Mаssiv dеb, tаrtiblаngаn to'plаmgа аytilаdi</p>
<p>v) Mаssiv dеb, tаrtiblаngаn ko'rsаtkichli (еki ko'rsаtkichli) nоmgа egа bo'lgаn chеkli elеmеntlаr to'plаmigа аytilаdi. *
</p>
<p>g) to‘g‘ri javob yo‘q.</p>
<p>32) Bir o`lchovli massivlar qanday e’lon qilinadi?
</p>
<p>a) Var mаssiv nоmi array [A .. B] of</p>
<p>b) begin a1,a2,a3,a4 va hok.
</p>
<p>v) Var mаssiv nоmi : array [A ... B] of </p>
<p>mаssivning tipi;
</p>
<p>g) Var mаssiv nоmi : array [A .. B] of mаssivning tipi; * </p>
<p>33) Dasturda satrli tiplar e’lon qilish uchun qaysi xizmatchi so`zdan foydalaniladi
</p>
<p>a) ..char xizmatchi so’zi bilan</p>
<p>b) ..string xizmatchi so’zi bilan *
</p>
<p>v) .begin xizmatchi so’zi bilan</p>
<p>g)..var xizmatchi so’zi bilan
</p>
<p>34) To’lik shartli o’tish оpеratоrining umumiyu ko’rinishini ko`rsating.</p>
<p>a) if B then S1 else S2*
</p>
<p>b) If a>b then a:=a+b else a:=a-b</p>
<p>v) GOTO n;
</p>
<p>g) If (x<=0)and (a>=0)then S:=S+i else </p>
<p>S:=S+sgr(i);
</p>
<p>35) Uses buyrug’ining vazifasi?</p>
<p>a) Yangi o’zgaruvchilarning turini
</p>
<p>muomalaga kiritish</p>
<p>b) O’zgarmaslarni e’lon qilish
</p>
<p>v) Ishlatilayotgan kutubxona bo’limlari </p>
<p>(modullari) *
</p>
<p>g) O`zlashtirish</p>
<p>36) Type buyrug’ining vazifasi?
</p>
<p>a) o’zgaruvchilarning bir qismini kiritish</p>
<p>b) Yangi o’zgaruvchilarning bir xil nom
</p>
<p>bilan kiritish</p>
<p>v) Dasturning asosiy qismi
</p>
<p>g) Yangi o’zgaruvchilarning turini </p>
<p>muomalaga kiritish*
<br /></div>
<br /> <div id="Section47" dir="ltr" gutter="47" >
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