Hallar el área del triangulo que tiene vértices , P, Q, R.
P1= P (2, 0, -3)
P2= Q (1, 4, 5)
P3= R (7, 2, 9)
P1---P2= X2- X1= (1, 4, 5) – (2, 0, -3) = (-1, 4, 8)
P1---P3= X2-X1 = (7, 2, 9) – (2, 0 , -3) = ( 5, 2, 12)
A= ½ //P1—P2 x P1—P3//= (4)(12)- (2)(8)P + (-1)(12) – (5)(8)Q + (-1)(2)- (5)(4)R
= (48-16)P + (-12-40)Q + (-2-20)R
= 32P – 52Q – 22R
A= 56.95/2
A= 32.44 u2
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