How do you solve #-7/8x-5/6=11/24x-5/16#?

1 Answer
Apr 25, 2017

By arranging your equation, #x=-25/64#

Explanation:

Expand the first term by 6, the second term by 6 (on left hand side), the first term by 2 and the second term by 3 (on the right hand side of the given).

Now:

#(-(7*6x)/48)-(5*8/48)=((11*2x)/48)-((5*3)/48)#

Arrange the above equation:

#-42x-40=22x-15#

Now you have
#-42x-22x=40-15#

or
#-64x=25#

or
#x=-25/64#

This is your answer #x=-25/64#