A Nice Math Problem 5^x=1/625
Simplify each of the following:\n (i)\\ (625)^(-1/4)\n\n (ii)\\ ((256)/(81))^(5/4) | 9 | EXPONEN...
Simplify `(1)/((625)^(-1//4))`.
Find the value (1) (625/81)1/4 (2) (343/1331)1/3
IF 5^x=1/625 Then Find The Value of 'X'
125^x = 625 solve the exponential equation
If 5*8^(n+1)=625, find the value of 4^(n+2)
Simplify : `1/(27)^(-1/3)+1/(625)^(-1/4)`.
`1/((27)^(-1/3))+1/((625)^(-1/4))`
9th maths Ex 2.5(1,2)
Simplify [{(625)^(-1∕2)}^(-1∕4)]^2
How to simplify (((625)¹/²)⁻¹/⁴)² | simplification kaise kare| #root #shorts #simplification
Q19 | Simplify (64/125)^(-2/3)+(256/625)^(-1/4)+(3/7)^0
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सरल करें -sqrt(sqrt(625)) | 9 | करणी | MATHS | S CHAND | Doubtnut
`(((625)^(-1//2))^(-1//4))^(2)=`
Q493 | If (125)^(2/3)×(625)^(-1⁄4)=5^x, then the value of x is
Evaluate each of the following : `(i)4^(3//2)" "(ii)625^(3//4)" "(iii)81^(3//4)`
