Evaluate the expression for the given values. 8x^(2)+7y;quad x=4,y=9

Substitute values: Substitute the given values into the expression. We have the expression 8x^(2)+7y and the values x=4 and y=9. Let's substitute these values into the expression. Calculation: 8(4)^(2)+7(9)Evaluate exponent: Evaluate the exponent. Before we multiply, we need to evaluate the exponent in the term 8(4)^(2). Calculation: 8(16)+7(9)Multiply coefficients: Multiply the coefficients by the evaluated powers. Now we multiply 8 by 16 and 7 by 9. Calculation: 128+63Add results: Add the results. Finally, we add the two products together to get the final result. Calculation: 128+63 = 191

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Evaluate the expression for the given values.
8x^(2)+7y;quad x=4,y=9

Evaluate the expression for the given values. $\newline$ $8 x^{2}+7 y ; \quad x=4, y=9$

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Algebra 1

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Q. Evaluate the expression for the given values.

\newline

8 x^{2}+7 y ; \quad x=4, y=9

Substitute values: Substitute the given values into the expression. $\newline$ We have the expression $8x^{2}+7y$ and the values $x=4$ and $y=9$ . Let's substitute these values into the expression. $\newline$ Calculation: $8(4)^{2}+7(9)$
Evaluate exponent: Evaluate the exponent. $\newline$ Before we multiply, we need to evaluate the exponent in the term $8(4)^{2}$ . $\newline$ Calculation: $8(16)+7(9)$
Multiply coefficients: Multiply the coefficients by the evaluated powers. $\newline$ Now we multiply $8$ by $16$ and $7$ by $9$ . $\newline$ Calculation: $128+63$
Add results: Add the results. $\newline$ Finally, we add the two products together to get the final result. $\newline$ Calculation: $128+63 = 191$