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Evaluate:

48x^(y) for 
x=2 and 
y=-3

Evaluate:\newline48xy 48 x^{y} for x=2 x=2 and y=3 y=-3

Full solution

Q. Evaluate:\newline48xy 48 x^{y} for x=2 x=2 and y=3 y=-3
  1. Given values and expression: We are given: \newlinex=2x = 2\newliney=3y = -3\newlineExpression = 48xy48x^{y}\newlineIdentify the expression after substituting the value of xx and yy.\newlineSubstitute 22 for xx and 3-3 for yy in 48xy48x^{y}.\newliney=3y = -300
  2. Identify and substitute values: Calculate the value of 232^{-3}. 232^{-3} means 1/(23)1/(2^3). 1/(23)=1/81/(2^3) = 1/8
  3. Calculate value of 232^{-3}: Multiply 4848 by 1/81/8.\newline48×18=648 \times \frac{1}{8} = 6

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