Select ALL the expressions that are equivalent to 4b. * (a) b+b+b+b (b) b+4 (c) 2b+2b (d) b⋅b⋅b⋅b (e) b÷1/4

asked Dec 14, 2021 124k views

2 votes

Select ALL the expressions that are equivalent to 4b. *

(a) b+b+b+b
(b) b+4
(c) 2b+2b
(d) b⋅b⋅b⋅b
(e) b÷1/4

by Hukir

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3 votes

Answer:

a, c, e

Explanation:

Eric Warnke answered Dec 16, 2021

6.9k points

3 votes

Answer:

a, c, and e

Explanation:

$(a) b+b+b+b = 4b\\\\(b) b+4 = 4+b\\\\(c) 2b+2b = 4b\\\\(d) b*b*b*b = b^4\\\\(e) b/(1)/(4) = b*4 = 4b\\\\$

(a), (c), and (e) is equivalent to 4b.

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