Which statement is true? A) 4[3 (5+2) ]=95-43 B) 4[3 (5+2) ] not equal 95-43

Question

Dakota Osborn

Mathematics

17 October, 15:51

Which statement is true? A) 4[3 (5+2) ]=95-43 B) 4[3 (5+2) ] not equal 95-43

+3

Answers (2)

Know the Answer?

Willie Deleon · Answer 1

Option B.

Step-by-step explanation:

The given expression is

4[3 (5 + 2) ] = 95 - 4*3

We will solve the left side of the expression first

4[ 3 (5 + 2) ] = 4[ 3 (7) ]

= 4 * 21

= 84

Now we take the right side of the expression

95 - 4*3

= 95 - 12

= 83

Now it's clear that right side of the expression is not equal to the left side of the expression.

Therefore, Option B is the correct option.

Aden Reyes · Answer 2

B) 4[3 (5+2) ] not equal 95-4*3

Step-by-step explanation:

4[3 (5+2) ]=95-4*3

84=95-4x3

84=83

So since they are not equal B. is the correct answer!

Which statement is true? A) 4[3 (5+2) ]=95-4*3 B) 4[3 (5+2) ] not equal 95-4*3

Which statement is true? A) 4[3 (5+2) ]=95-43 B) 4[3 (5+2) ] not equal 95-43