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12. Higher Order Derivatives
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Q26 of 96 Page 12

Write the correct alternative in the following:

If y2 = ax2 + bx + c, then y3is


Given:











Hence, y is a constant.

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24

Write the correct alternative in the following:

If y = xn–1 log x, then x2 y2 + (3 – 2n) xy1 is equal to


25

Write the correct alternative in the following:

If xy – loge y = 1 satisfies the equation x(yy2 + y12) – y2 + λyy1 = 0, then λ =


1

If y = a xn+1 + bx–n and then write the value of λ.

2

If x = a cos nt – b sin nt and then find the value of λ.

Questions · 96
12. Higher Order Derivatives
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