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Answer :
To simplify the expression [tex]\(-36 \div (2)(3)^2 + 5\)[/tex], follow these steps:
1. Evaluate the exponent: First, deal with the exponent part of the expression. In this case, [tex]\(3^2\)[/tex], which equals 9.
2. Multiply the parenthesis: Next, multiply the 2 by the result of the exponent from step 1. That means compute [tex]\(2 \times 9 = 18\)[/tex].
3. Divide -36 by the result from step 2: Now, divide -36 by 18. So, [tex]\(-36 \div 18 = -2\)[/tex].
4. Add 5 to the result from step 3: Finally, add 5 to the result from the division. Therefore, [tex]\(-2 + 5 = 3\)[/tex].
Thus, the simplified result of the expression [tex]\(-36 \div (2)(3)^2 + 5\)[/tex] is 3.
1. Evaluate the exponent: First, deal with the exponent part of the expression. In this case, [tex]\(3^2\)[/tex], which equals 9.
2. Multiply the parenthesis: Next, multiply the 2 by the result of the exponent from step 1. That means compute [tex]\(2 \times 9 = 18\)[/tex].
3. Divide -36 by the result from step 2: Now, divide -36 by 18. So, [tex]\(-36 \div 18 = -2\)[/tex].
4. Add 5 to the result from step 3: Finally, add 5 to the result from the division. Therefore, [tex]\(-2 + 5 = 3\)[/tex].
Thus, the simplified result of the expression [tex]\(-36 \div (2)(3)^2 + 5\)[/tex] is 3.
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