(25-4^(2)+1)(91-89)-12

Calculate First Set: First, we need to calculate the expression inside the first set of parentheses: 25 - 4^2 + 1. 4^2 equals 16. So, 25 - 16 + 1 equals 25 - 16 which is 9, plus 1 equals 10.Calculate Second Set: Next, we calculate the expression inside the second set of parentheses: 91 - 89. This simplifies to 2.Find Product: Now, we find the product of the results from the first two steps: 10 * 2. This equals 20.Subtract 12: Finally, we subtract 12 from the product we found in the previous step: 20 - 12. This equals 8.

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$\left(25-4^{2}+1\right)(91-89)-12$

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Algebra 2

Add, subtract, multiply, and divide polynomials

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\left(25-4^{2}+1\right)(91-89)-12

Calculate First Set: First, we need to calculate the expression inside the first set of parentheses: $25 - 4^2 + 1$ . $4^2$ equals $16$ . So, $25 - 16 + 1$ equals $25 - 16$ which is $9$ , plus $1$ equals $10$ .
Calculate Second Set: Next, we calculate the expression inside the second set of parentheses: $91 - 89$ . This simplifies to $2$ .
Find Product: Now, we find the product of the results from the first two steps: $10 \times 2$ . This equals $20$ .
Subtract $12$ : Finally, we subtract $12$ from the product we found in the previous step: $20 - 12$ . This equals $8$ .