Answer :
I would like to thank those that corrected me. I got confused and associate 2 inside the parentheses. So here is the correction:
You must use the method of PEDMAS
P=Parentheses
E=Exponents
D=Dividing
M=Multiplying
A=Adding
S=Subtracting
6^{2} ÷2 (3) +4=x
You do the exponents
6^{2} =36
36÷2+4=x
You do division next
36÷2=18
You multiply next
18*3=54
54+4=58
Answer:
x=58
You must use the method of PEDMAS
P=Parentheses
E=Exponents
D=Dividing
M=Multiplying
A=Adding
S=Subtracting
6^{2} ÷2 (3) +4=x
You do the exponents
6^{2} =36
36÷2+4=x
You do division next
36÷2=18
You multiply next
18*3=54
54+4=58
Answer:
x=58
6 squared divided by 2 (3) +4 = 6² ÷ 2 (3) +4 = 58
Further explanation
Calculation operations include multiply, divide, add, substract, etc.
In mathematical operations we can use the order of operation / calculation according to the principle of PEMDAS
- P: Parentheses ⇒ ( )
- E: Exponents (powers, square roots, etc.)⇒√,²
- MD: Multiplication and Division ⇒ x and :
- AS: Addition and Subtraction ⇒ + and -
Multiplication and division or addition and subtraction are interchangeable/rank equally so the calculations/equation operations should be done from left to right
6 squared divided by 2 (3) +4
6 squared means = 6²
divided by means division :
we can write this expressions in to: 6² ÷ 2(3) +4
From the left we calculate first the exponential operation, 6² = 36
The calculation operation becomes 36 ÷ 2(3) +4.
and then divide 36 by 2 = 36: 2 = 18
The calculation operation becomes 18(3) +4.
The number 3 in parentheses is the same as multiplication
18x3 = 54
The calculation operation becomes 54 + 4
Last operation is an Add 54+4 = [tex]\large{\boxed{\boxed{\bold{58}}}[/tex]
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Keywords: algebraic expression, arithmetic operations, multiply, divide, add, substract
