Math

QuestionCalculate 62+3+5×26^{2}+3+5 \times 2 and show the steps.

Studdy Solution

STEP 1

Assumptions1. The given expression is 6+3+5×6^{}+3+5 \times . The operations in the expression should be done following the order of operations, also known as BIDMAS or PEMAS Brackets/parentheses, Indices/Exponents, Division and Multiplication (from left to right), Addition and Subtraction (from left to right).

STEP 2

First, we need to calculate the exponentiation part of the expression. This is done by raising6 to the power of2.
62=366^{2} =36

STEP 3

Now, replace 626^{2} in the expression with36.
36+3+5×236+3+5 \times2

STEP 4

Next, we need to perform the multiplication part of the expression. This is done by multiplying by2.
×2=10 \times2 =10

STEP 5

Now, replace 5×25 \times2 in the expression with10.
36+3+1036+3+10

STEP 6

Finally, we need to perform the addition part of the expression. This is done by adding36,3, and10.
36+3+10=4936+3+10 =49So, the correct result of the given expression 62+3+5×26^{2}+3+5 \times2 is49.

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