How do you solve #100x - 200= 50x + 50#?
1 Answer
Jul 15, 2017
Do opposite operations of BEDMAS to isolate
Explanation:
Solving implies we find the value of the variable.
We can accomplish this by performing opposite operations of BEDMAS to the equivalent term.
#100x-200 = 50x+50#
First off, let's combine like terms. This will involve "moving" terms across the equal sign. When this happens, invert the sign.
#100x-50x = 200+50#
#50x = 250#
Now we isolate
#(50x)/50 = 250/50#
#x = 5#
We can check our work by subbing in
#100x-200 = 50x+50#
#100(5)-200 = 50(5)+50#
#500-200 = 250+50#
#300 = 300#
Thus, we can conclude that
Hope this helps :)