How do you solve #x/2=(x+8)/7#?

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Answer 1 · 2018-05-19T16:56:31

#x=16/5#

show below

#x/2=(x+8)/7#

#7x=2*(x+8)#

#7x=2x+16#

#7x-2x=16#

#5x=16#

#x=16/5#

Answer 2 · 2018-05-19T17:00:05

#16/5#

Here

#x/2= (x+8)/7#

Cross-multiplying, we get

#7x=2(x+8)#

#7x=2x+16#

#7x-2x=16#

#5x=16#

Hence

#x=16/5#

Answer 3 · 2018-05-19T22:54:51

#x=16/5#

Use the cross multiply, kiss and smiles, or however you like to call it method where you multiply opposites, so the divide is removed.

#rArr 7(x)=2(x+8)#

#rArr 7x=2x+16#

#rArr 5x=16#

#rArr x=16/5#