solve for x the: x/4 <5x-2/3 -7x-3/5 ,when x is real number.
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Since the RHS is greater than the LHS by 5x-2/3-7x-3/5
Thus if we add the RHS to the LHS this will become an equation.
Lets take the complete RHS as y
So,x/4+y=y
x/4=y-y
x/4=1
thus x=4
Thus if we add the RHS to the LHS this will become an equation.
Lets take the complete RHS as y
So,x/4+y=y
x/4=y-y
x/4=1
thus x=4
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to solve this type of equation first solve the long part .
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