Home
Class 8
MATHS
Find the value of x if (-7/8)^(2+x) = ...

Find the value of `x` if `(-7/8)^(2+x) = (-7/8)^3[(-7/8)^(2/3) div (-7/8)^(-1/3)]`

Promotional Banner

Similar Questions

Explore conceptually related problems

Find the integration int dx /((x - 3)^(6/7)(x + 4)^(8/7)

Simplify : e. 5 (1)/(3) xx (3)/(8) - (7)/(9) div 2 (1)/(10)

Find the 5^("th")" term of "(7+(8y)/(3))^(7//4) .

Find the product: (i) 3/4 xx 5/7 , (ii) 5/8 xx (-3/7) , (iii) (-2/5) xx 8

Find the number of terms in the following expansions. (v) (3x+7)^(8) + (3x-7)^(8)

Evaluate: ("lim")_(x->7/2)(2x^2-9x+8)^(cot(2x-7))

Evaluate lim_(xto7//2) (2x^(2)-9x+8)^(cot(2x-7)).

The number of term in the expansion of [(2 x + 3y)^(4)]^(7) is 8

Evaluate : (iv) (3)/(8)+(-5)/(12)+(3)/(7)+(3)/(12)+(-5)/(8)+(-2)/(7)

Find the decimal expansions of 10/3, 7/8 and 1/7 .