Two of the lines represented by the equation ay4 + bxy3 + cx2y2 + dx3y + ex4 = 0 will be perpendicular, then
A. (b + d)(ad + be) + (e - a)2(a + c + e) = 0
B. (b + d)(ad + be) + (e + a)2(a + c + e) = 0
C. (b - d)(ad - be) + (e - a)2(a + c + e) = 0
D. (b - d)(ad - be) + (e + a)2(a + c + e) = 0

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Two of the lines represented by the equation ay4 + bxy3 + cx2y2 + dx3y + ex4 = 0 will be perpendicular, then A. (b + d)(ad + be) + (e - a)2(a + c + e) = 0 B. (b + d)(ad + be) + (e + a)2(a + c + e) = 0 C. (b - d)(ad - be) + (e - a)2(a + c + e) = 0 D. (b - d)(ad - be) + (e + a)2(a + c + e) = 0

Two of the lines represented by the equation ay4 + bxy3 + cx2y2 + dx3y + ex4 = 0 will be perpendicular, then
A. (b + d)(ad + be) + (e - a)2(a + c + e) = 0
B. (b + d)(ad + be) + (e + a)2(a + c + e) = 0
C. (b - d)(ad - be) + (e - a)2(a + c + e) = 0
D. (b - d)(ad - be) + (e + a)2(a + c + e) = 0

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Two of the lines represented by the equation ay4 + bxy3 + cx2y2 + dx3y + ex4 = 0 will be perpendicular, then A. (b + d)(ad + be) + (e - a)2(a + c + e) = 0 B. (b + d)(ad + be) + (e + a)2(a + c + e) = 0 C. (b - d)(ad - be) + (e - a)2(a + c + e) = 0 D. (b - d)(ad - be) + (e + a)2(a + c + e) = 0

Two of the lines represented by the equation ay4 + bxy3 + cx2y2 + dx3y + ex4 = 0 will be perpendicular, then A. (b + d)(ad + be) + (e - a)2(a + c + e) = 0 B. (b + d)(ad + be) + (e + a)2(a + c + e) = 0 C. (b - d)(ad - be) + (e - a)2(a + c + e) = 0 D. (b - d)(ad - be) + (e + a)2(a + c + e) = 0

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Two of the lines represented by the equation ay4 + bxy3 + cx2y2 + dx3y + ex4 = 0 will be perpendicular, then
A. (b + d)(ad + be) + (e - a)2(a + c + e) = 0
B. (b + d)(ad + be) + (e + a)2(a + c + e) = 0
C. (b - d)(ad - be) + (e - a)2(a + c + e) = 0
D. (b - d)(ad - be) + (e + a)2(a + c + e) = 0