How do you simplify the expression #2 - 8(-7 + x)+ 5x#?

Question

2034 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2018-04-06T23:58:39

#58-3x#

#2-8(-7+x)+5x#

#=2+56-8x+5x# expand brackets

#=58-3x# collect like terms

Answer 2 · 2018-04-06T23:58:57

#-3x + 58#

First, we use the distributive property to multiply/expand #-8(-7+x)#:
#-8 * -7 = 56#
#-8 * x = -8x#

Now let's put that back into the expression:
#2 + 56 - 8x + 5x#

Now we can simplify by combining like terms:
#58 - 3x#

We usually write expressions with the variable first, so I'm going to rewrite it that way:
#-3x + 58#

Hope this helps!