According to graphical method, the distance from the well is 120 m at 85° S of E.
Apply the component method:
"A_E=0,\\\\\nA_S=100,\\\\\nB_E=-30\\cos40\u00b0=-22.98,\\\\\nB_S=-30\\sin40\u00b0=-19.28,\\\\\nC_E=25,\\\\\nC_S=0,\\\\\nD_E=45\\cos75\u00b0=11.65,\\\\\nD_S=45\\sin75\u00b0=43.47.\\\\\\space\\\\\nR_E=A_E+B_E+C_E+D_E=13.67,\\\\\nR_S=124.2,\\\\\\space\\\\\nR=\\sqrt{R_E^2+R_S^2}=122\\text{ m},\\\\\\space\\\\\n\\theta=\\tan^{-1}\\frac{R_S}{R_E}=83.72\u00b0."
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