Find the equation of the plane passing through the three points.P =(4,-1,8), Q = (1, 1, 1),R=(3, 1,-2)Consider the proposed solution for the equation of the line passing through all three points.Find n = =OP XOR= (4 – 1, (−1) — 1, 8 − 1) × (3 – 1, 1 – 1, (−2) – 1)= (3,-2,7) x (2,0, -3)i= 3 -220j k7-3== (6,23,4)Then, n. (x, y, z) = d where d = OP OR= (3,-2,7) (2,0,-3)= -15Therefore, the equation of the line is6x + 23y + 4z = -15Is this the correct equation of the line? If not, explain? Is this the correct equation of the line? If not, explain?The equation, 6x + 23y + 4z = −15 of the line isbecause theEquation of the line:isFind the equation of the line.(Enter an exact answer. Use symbolic notation and fractions where needed. Enter the answer as an equation in the formax + by + cz = d.)

Find the equation of the plane passing through the three points. P =(4,-1,8), Q = (1, 1, 1), R = (3, 1,-2) Consider the proposed solution for the equation of the line passing through all three points. Find n = QPX QR = (4 – 1,(-1) — 1,8 – 1) × (3 – 1,1 – 1,(−2) — 1) = (3, -2,7) × (2, 0, -3) i j k 7 -3 = 3 2 = -2 0 = (6,23,4) Then, n (x, y, z) = d where d = . = (3,-2, 7) · (2,0, -3) = -15 Therefore, the equation of the line is 6x + 23y + 4z = -15 OP OR Is this the correct equation of the line? If not, explain?