, 45o], maka bayangannya akan memotong sumbu x di … .
(-![](data:image/png;base64,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) 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rJn7s8FzCNhqrVu37tmzZ+fOnUuVKuWJ11cn4WPHjh08ePCECRMmT55clG+9/FVXrlxRf7ls3LgxIiLC3AlhIgK2iLqC7dat24ABA6w5Ly1TpowKWH3GJ598MjU1Ve9F1JX2n/70p82bN6szdnPHg1kI2Ap9+vQZPXr0b3/7W4s/b/369bdv396jR4+PP/5Y7xXUuXTXrl1XrVpl7mAwCwF7nOpWXZTa9dlDQ0NTUlJKliw5d+5cvVdYs2ZNUlJSYmKiuYPBFATscbZ/a4S/v/+sWbPS0tK+/PJLvVcYOXJkdHQ072RyIAL2ONsDVvz8/NRx+L777tN7j1R2dvbQoUO/+OIL0weDmwjY4+6//367R/jBHXfcoc7k27Ztq7d96dKlW7ZsadmypblTwU0E7Fnq9FUd9+ye4kdt2rSJi4tLTk7W2/7SSy/x1SynIWDPUteNjnqn3quvvrpgwYKbN29q7F2zZs3u3bsjIyPNHgr6CNiznHABfLuaNWt26tRp0aJFetvnzp1LwI5CwJ7ltICVfv36aQeckpIyceJEbpHnHATsWQ75Ctbt/vCHP1SqVOn777/X2JuWlrZy5cpHH33U9Kmgh4A9KDQ09GfvGXICPz+/zp07v/3223rbV61aRcDOQcAepC4XAwOd+P9w27ZttQNet26ducPAHU78z8trOPACuMBDDz2kvXfXrl3Xrl1z1JfWfRkBe5BjA65QoUJERMTBgwc19ubm5m7fvj0qKsrsoaCDgD3IgV/B+kn9+vX1AlbURgJ2CAL2lHLlyjn5rfB169ZdvHix3t7Dhw+bOwy0EbCnOOc7KH9VnTp1tPc656kxIGBPcewFcIFKlSpp7z127Jh5g8AtBOwpDg/YnbvGWvmkRRgjYBPovTfAXu4EfO3aNRMngTsI2Ee58w+5BOwcBOyj3Hl4CgE7BwH7KJ5+5B0I2Ee585bAgse7wAkI2EdlZ2dr7w0NDTVxEriDgH2UOwGXLl3axEngDgL2UdrPTFKqVKli4iRwBwH7qHPnzmnvJWDnIGAfdfbsWe291apVM3ESuIOAfVR6err2Xh787RwE7KOOHj2qvdeBN/ryWQTsow4cOKC3MTAwsEGDBuYOA20E7KO0A37ggQeCg4PNHQbaCNgX5eXl7d69W2/vww8/bOoscAsB+yJV7/Xr1/X2aj/fEJ5AwL5o48aNehsrV67szi1pYToC9kXat7OLi4vz8/Mzdxi4g4B9TkZGxoYNG/T2du/e3dxh4CYC9jkpKSl5eXkaGx955JFGjRqZPg/cQcA+Z+rUqXobR44cae4kcB8B+xZ19Xvo0CGNjVFRUa1btzZ9HriJgH1Ibm7u8OHDNTYGBQVpP80QHkXAPmTKlCn/+c9/NDYmJibWq1fP9HngPgL2FXv27Bk1apTGxiZNmowdO9b0eWAKAvYJ586de/LJJzVuo1O2bNlFixZxC0vHImDvd+XKlejoaI2T58DAwOTk5Jo1a3piKpiCgL3cqVOnOnTosGvXruJu9Pf3nzt37p///GdPTAWzELA3W716dbdu3c6cOVPcjQEBAdOnT4+JifHEVDARAXunjIyMESNGfPDBBxp7S5UqtWDBgnbt2pk+FUxHwN7m9OnTb7755rRp0/SeYFSrVq1FixZFRkaaPRc8goC9hDpPXrFixYcffrhq1Srtx5326NFj6tSp6ghs7mzwHAKWJz8/X50hp6WlnThxYt++fampqVu3bt2/f787r1m9evWkpKSOHTuaNCMsQsCOkJ2dfdHlwoULP/v4y1+8dOmSiY8UDw8PHz58+NChQ/nHXokI2BFsed5f+fLl+/btm5CQUKFCBes/O0xBwL6oRYsW3bt3V1e8PChUOgL2FYGBgQ888ED79u1jY2PVFa/d48AcBOzN1Llx48aNmzZtWvBuXnW5a/dEMBkBeyd1bhwdHa2ijXCpWbNmQECA3UPBfATsnTIzMz91KfhpSEhIo0aN7rvvvmYu9957LzeX9A4E7BOys7O/din4ably5f74xz8+4sKbjUQjYF904cKFT1xKuB41GONSo0YNu+dCsRGwr/u3y8iRI1u0aNGvX78uXboEBvJfhRj8UTlCVlbWJZfLly8X+lE5d+6c9sON/petLsOGDVMZP//882XLljX39eEJBOwIwcHBv3Ep+hZ1WXv27Nnjx48fcVFH0V27dqmfujnJ6dOn1dH49ddff+mll1544YWgoCA3XxAeRcBShYSE3O1y+9PG1MXt+vXr165du3LlytTUVO0XP3/+/KBBg956662kpKTHHnvMjHnhEQTsVcqVK/e4i/rx/v37Fy5cOHfu3KNHj+q9mjqwq5fq3bv3m2++yXsMnYmAvVbdunXHjBkzevToTz75ZOLEiT/9G1JxzZw5c82aNR999FGzZs3MnRDuI2Av5+/v/38u8+fPHz58uMb9sRR1DG/dunVycnKHDh1MnxDuIGBf0bVr1yeeeCIhIWH27Nka269fv96pU6fJkye/8MILZo8GfQTsQ8LDw9X5cNu2bePj4zXumHXz5k3Vf8mSJdVVsSfGgwYC9jlPPfVUrVq1/vKXv1y8eFFj+3PPPVe+fPmCr5PBdgTsi1q2bLlmzRp1KD5//nxx9+bl5cXGxm7fvr1BgwaemA3FQsA+6t577124cGF0dLQKsrh7s7KyYmJiVMOhoaGemA1FR8C+Sx2BJ02aNGDAAI29qampgwYNeuedd0yfCsVCwD4tISFh8eLFq1ev1tg7ffr0p59+umnTpqZPhaIjYF+nOmzUqJE6Ky7uxvz8/MTExHXr1nliKhQRAfu62rVrqw4nTJigsXfDhg3qAM5XpG1EwCihrmanTJmi9yylN954g4BtRMD44Q7vzz333KRJkzT2bty4cdeuXU2aNDF9KhQFAeMHzz77rF7AyltvvaX3HFO4j4Dxgzp16qijqDqWauz97LPP3nvvPW5bawsCxo9iY2P1Ai64i0CbNm1MHwmFImD86OGHH9beu3jxYgK2BQHjR40bNw4PD9f7WjT/GmwXAsaP/P3977///rVr12rsTU1NzczM5FmH1iNg3BIZGakXcG5urrp+fvDBB82eCIUgYNzizmNHCdgWBIxb3An42LFj5g2CoiJg3OJOwN99952Jk6CICBi3lCtXTnsvAduCgHFLWFiY9t709HQTJ0ERETBuceffgUx/2BqKgoBxiztHYAK2BQHDHJmZmXaP4IsIGLfcuHHD7hFQPASMW9wJmMcX2oKAcUt2drb23vDwcBMnQRERMG7ReFDDTzgC24KAccu5c+e09xKwLQgYt7gTcNWqVU2cBEVEwJqCg4Nzc3N/9otLly6Njo62ZR5T6D3+u0BERISJk6CICFhTyZIlr1y58rNf3Lhxo+iADx8+rL33nnvuMXESFBEBawoLC/vVgG0ZxixHjhzR3ssR2BYErOlXv+tw+/btOTk5QUFB1s9jCneOwPXq1TNxEhQRAWv61YAzMzN37NjRokUL6+dxn/qrZ9++fXp71eG3UqVK5s6DoiBgTf/r+/7VWbTQgPfu3asa1tvLPWXtQsCaDAIeMmSIxcOYYufOndp7CdguBKzpfwW8efNmiycxy8qVK/U2+vn5RUVFmToLioqANf2v975nZGTs37+/bt26Fs/jpvz8/BUrVujtVfXedddd5s6DIiJgTQbvfd+0aZO4gLdt26b9jdC9evUydxgUHQFrMghYXQb36dPHymHcN2vWLL2NpUuX7ty5s7nDoOgIWJNxwFZO4r6rV6+mpKTo7Y2JieGJKjYiYE0GAR8+fDgtLU3QZaE6/KqGNTYGBgYOGzbM9HlQdASsyfj+b+ogLOXEUqU7fvx4vb09evSoXbu2ufOgWAhYk9cEPGHChLNnz2psDA4Ofvnll02fB8VCwJqML/ykXAbv3bs3KSlJb2/fvn3vvvtuc+dBcRGwJuMj8J49e65du+bw20RlZWXFxMSojxp71ZnzuHHjTB8JxUXAmowDzs3N3bp1a9u2bS2bR0N8fLzeuxf8/f1nzZrlzl3gYRYC1lTof77qLNrJAQ8cOHDu3Ll6e/v37//QQw+ZOw/0ELCmQgPetGmTNZNoGDZs2JQpU/T2tmrV6m9/+5u580AbAWsqNGB1Cp2XlxcQEGDNPEV0+fLlrl27fvHFF3rb69Sp8+mnn8q9Y4H3IWBNhQZ89erVFi1ajB07tl27dtaMVKgtW7b06NHj0KFDetsrVKiwdOlSd54hDNMRsKaifP/gjh072rdvX79+/b59+8bFxd1xxx2en+vXpaenDx8+fM6cOfn5+XqvULFixeXLl9eqVcvcweAmAtZU9K/B7tu3r1+/foMHD1aH4k6dOqmky5Yt69HZbnfq1Cl1uTt9+nR18qz9IjVq1FixYgXfdOVABKypuP+Ikp2d/amLuoBs3bp1W5emTZv6+/t7YrycnJzVq1fPnz//o48+0r5RToGGDRt++eWXlStXNms2mIiANWn/K6jKaaWL+rE6FDdv3vw+l2bNmrn5jU3q9PjAgQNff/31smXLlixZ4s4h9yfdunV75513HP4dKb6MgDUFuvzy4QzFcunSpX+5FPy0VKlSderU+d3vfqc+Vq1atYpLhQoV1F8W6pI7NDRUxZ/lkpmZee3atTNnzpw8eVKdJKuPe/fu3bVrl/pFM35zPyhdurRK96mnnjLrBeEJBKxPdWXKUe4nV69e3eli4mvqiYqKev/997nodT4C1md6wE5Qq1atiRMnPvHEE3YPgiIhYH1edieK8uXLDxkyJDExMTg42O5ZUFQErM9rvps/IiJi4MCBPXv29LK/knwBAeubPHnysmXLNmzYoK5a3fxqli0CAwPbtm0bHx/foUMHPz8/u8eBDgLW90cX9YPr169v27btq6+++trl+PHjdo9mxN/fv1WrVjExMZ07d1anzXaPA7cQsAnUuXQbl4Kfnjt3bs+ePd98881el9TUVL1bxpmrdu3aUS4PP/ywoBvuwRgBm08d1n46OBc4c+bMwYMHDx06VPDxO5ezZ89qf2dyodQpcfXq1evXr9+gQYPIyMjWrVtXqVLFQ58LNiJgK1R2USeut/9iTk7OSRdVcnp6ekZGhvqojt4XL168epusrKzc26jmg4ODQ0NDQ0JCQl3Cw8PVEbXSf6lPVKtWrXr16nnN19hggIBtExQUVNPF7kEgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAgGAEDghEwIBgBA4IRMCAYAQOCETAg2P8DRiUx9LhGpKUAAAAASUVORK5CYII=) 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) , 0)
( , 0)
(![](data:image/png;base64,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) , 0)
Kubus ABCD . EFGH dengan AB = 3 cm, jarak D ke garis CE adalah ... cm.
2
Jika panjang semua rusuk dari limas segiempat beraturan T.ABCD sama dengan 6 cm, maka sudut antara TD dan bidang atas ABCD adalah ... .
15o
30o
45o
60o
90o
AMANATUL UMMAH –
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