Exponents: Simplify 256^{1/2}
A Nice Math Problem 4^x-1=256 | Solve In Two Ways...
1 + 1/4 - 1/16 - 1/64 + 1/256 + 1/1024 - ... = ?
Simplifying fraction being raised to a rational power, fraction raised to a fraction
Simplify `[{(256)^(-(1)/(2))}^(-(1)/(4))]^(2)`
😳 CLEAN BASIC MATHEMATICS (256)^1/2=? #Shorts
IF XthRoot(1/4)=256 Then X=? | Learn How to Solve
Q21 | Prove that [7{(81)^(1/4)+(256)^(1/4) }^(1/4) ]^4=16807
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11th std Maths Ex.2.11(2) Evaluate (((256)^1/2)^-1/4)^3
Square Root 256
Evaluate 4/(2187)^-3/7 - 5/(256)^-1/4 + 2/ (1331^2)^ -1/3 | Class 9th Chapter 1 | Real Numbers
Simplify : `(1) sqrt((256)^(1/4))` `(2) 1/4(128)^(1/3)`
Solve 4/(216)^(-2/3) +1/(256)^(-3/4) +2/(243)^(-1/5)
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Simplify each of the following:\n (i)\\ (625)^(-1/4)\n\n (ii)\\ ((256)/(81))^(5/4) | 9 | EXPONEN...
Q19 | Simplify (64/125)^(-2/3)+(256/625)^(-1/4)+(3/7)^0