App Logo

No.1 PSC Learning App

1M+ Downloads
x-(1/x) = 8 ആയാൽ x³-(1/x³) ന്റെ വില എത്ര?

A536

B342

C456

D356

Answer:

A. 536

Read Explanation:

x-(1/x) = 8 ------------ (1) (A -B)³ = A³ - B³ - 3AB(A - B) ആണ്. ഇവിടെ A= x, B= 1/x എന്ന് എടുത്താൽ (x-1/x)³ = x³ - (1/x)³ -3x × (1/x) × (x -1/x) = x³ -(1/x)³ - 3(x-1/x) x³ -(1/x)³ = (x-1/x)³ + 3(x-1/x) = 8³ + 3 × 8 = 512 + 24 = 536


Related Questions:

Given that 870.27=x87^{0.27} = x, 870.15=y87^{0.15}= y and xz=y6x^z = y^6 , then the value of z is close to:

54×5357\frac{5^4\times 5^3}{5^7}എത്ര 

(28)³ + (- 15)³ + (- 13)³ ന്റെ വില എത്ര ആയിരിക്കും?

Simplify (32)3+(22)2(3^2)^3+ (2^2)^2

(7353+8353)(73^{53}+83^{53}) is divided by