If Y = (X - 3) 2 / (9 + 12X - X4) ,then dY/dX is:
A) [2(9 + 12X - X4) (X - 3) + (12 - 4X3) (X - 3) 2] / (9 + 12X - X4) 2.
B) [2(9 + 12X - X4) (X - 3) - (12 - 4X3) (X - 3) 2] / (9 + 12X - X4) 2.
C) [2(9 + 12X - X4) (X - 3) + (12 - 4X3) (X - 3) 2](9 + 12X - X4) 2.
D) [2(9 + 12X - X4) (X - 3) - (12 - 4X3) (X - 3) 2](9 + 12X - X4) 2.
E) [2(9 + 12X - X4) (X - 3) - (12 - 4X3) (X - 3) 2] / (9 + 12X - X4) .
Correct Answer:
Verified
Q9: If Y = aX / (b +
Q10: Marginal profit is maximized when:
A) average profit
Q11: Whenever average profit is less than marginal
Q12: If Y = 12 - 6X +
Q13: If Y = 12 - 6X +
Q15: If Y = (10 - X 2)1/2,then
Q16: Total profit is maximized when:
A) marginal profit
Q17: Average profit is maximized when:
A) average profit
Q18: If Y = a + bX +
Q19: If Y = 3X(X3),then d2Y/dX 2 is:
A)
Unlock this Answer For Free Now!
View this answer and more for free by performing one of the following actions
Scan the QR code to install the App and get 2 free unlocks
Unlock quizzes for free by uploading documents