Verified answer

Alright let me explain.

FIRST

You do the things inside the parenthesis. Since you have multip. and addition, you do mult. first. This gives you

(6 + 8) ^2

Then you add the insides and get

(14) ^2

which gives u 196

well first do the parenthesis: the "by" operation is the first so first is 2*3=6, then sum them and 6+8=14

then 14^2=196

Use PEMDAS, and the first thing you do is inside of the parentheses, so apply PEMDAS again, but just in the inside of the parentheses.

(2 • 3 + 8)^2

(6 + 8)^2

(14)^2

196

BEDMAS [Brackets, Exponents, Division, Multiplication, Addition, then Subtraction]

First, you solve the things in the bracket:

(2 x 3 + 8)^2

[do the multiplication first, because multiplication comes before addition in BEDMAS]

= (6 + 8) ^2

= (14)^2

[now you solve for the exponent]

[14squared is the same as 14 x 14]

= 196.

Order of operation

First

what inside practices

Second

power

Third

multiply and divide

Forth

add and subtract

For your question

(2 • 3 + 8)^2

focus on what inside Order of operation

First

what inside prentices

Second

power

Third

multiply and divide

Forth

add and subtract

For your question

(2 • 3 + 8)^2

focus on what inside prentices

2 * 3 + 8

multiply

6 + 8

now add

14

Now the question becomes

14^2

14 * 14

196

2 * 3 + 8

multiply

6 + 8

now add

14

Now the question becomes

14^2

14 * 14

196

PEMDAS

2*3 = 6+8 = 14^2 =196

that's if the ^ is square.

start in the parenthesis so multiply first, thus (6 +8)^2

start in the parenthesis again, so (14)^2

14 squared is 196

don't give up.

196?

(2 x 3 + 8)^2

(2 x 3 + 8)(2 x 3 + 8)

(6 + 8)(6 + 8)

(14)(14)

196 o.O

196

169