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The value of 1/((216)^(-2//3))+1/((256)^...

The value of `1/((216)^(-2//3))+1/((256)^(-3//4))+1/((32)^(-1//5))` is a. `102` b. `105` c. `107` d. `109`

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The value of (1)/((216)^(-2/3))+(1)/((256)^(-3/4))+(1)/((32)^(-1/5)) is a.102 b.105c.107d.109

Find the value of (4)/((216)^(-2//3))-(1)/((256)^(-3//4))

Simplify: 4/((216)^(-2/3))+1/((256)^(-3/4))+2/((243)^(-1/5))

Simplify: 4/((216)^(-2/3))+1/((256)^(-3/4))+2/((243)^(-1/5))

1/(216)^(-2/3) + 1/(256)^(-3/4) + 1/(243)^(-1/5) is equal to:

Evaluate : (4)/((216)^(-2//3))+(1)/((256)^(-3//4))+(2)/((343)^(-1//3))

Find the value of 4/(216)^(2/3)+1/(256)^(3/4)+2/(243)^(-2/5)

The value of (-1/216)^(-2//3) is a. 36 b. -36 c. 1/(36) d. -1/(36) \

Simplify: (4)/((216)^(-(2)/(3)))+(1)/((256)^(-(3)/(4)))+(2)/((243)^(-(1)/(5)))

Find the value of ( ( 1/3 )^(-2) + ( 1/4 )^(-2) ) ÷ ( 1/5 )^(-2) ( a ) 0 ( b ) -1 ( c ) 1 ( d ) 7/5