How do you solve #10t + 3=8t + 11#?

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Answer 1 · 2018-04-09T14:10:15

#t = 4#

#10t + 3 = 8t +11#

Subtract three from both sides

#10t = 8t + 8 #

Now subtract #8t# so that you can get all of your variables to one side.

#(10t - 8t) = 2t#

#2t=8#

Now we will divide both sides by #2#. We do this so that we can get #t# by itself.

#t = 4#

Final Answer.