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Evaluate 8-(m)/(n)+p^(2) when m=8,n=2,p=7.

Evaluate \newline8−mn+p28-\frac{m}{n}+p^{2} when \newlinem=8,n=2,p=7m=8,n=2,p=7.

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Full solution

Q. Evaluate \newline8−mn+p28-\frac{m}{n}+p^{2} when \newlinem=8,n=2,p=7m=8,n=2,p=7.
  1. Given values: Given values: m=8m=8, n=2n=2, p=7p=7. We need to evaluate the expression 8−(m/n)+p28-(m/n)+p^2.
  2. Substitute values: Substitute the given values into the expression: 8−(8/2)+728-(8/2)+7^2.
  3. Calculate division and exponentiation: Calculate the division and exponentiation: 8−4+498-4+4^9.
  4. Perform subtraction and addition: Perform the subtraction and addition: 4+494+49.
  5. Final calculation: Final calculation gives: 5353.

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