Answer:
[tex]4b + 2m = 2(2b + m)[/tex]
Step-by-step explanation:
Given
[tex]4b + 2m[/tex]
Required
Write an equivalent expression
To do this, we simply write [tex]4b + 2m[/tex] as a product of two factors.
Express 4b as 2 * 2b
[tex]4b + 2m = 2 * 2b + 2m[/tex]
Express 2m as 2 * m
[tex]4b + 2m = 2 * 2b + 2 * m[/tex]
Factor 2 out of the expression:
[tex]4b + 2m = 2 *(2b + m)[/tex]
[tex]4b + 2m = 2(2b + m)[/tex]
Hence:
An equivalent expression is: [tex]2(2b + m)[/tex]