if x+3/2 +3x= 5(x-3)+ x+23/5, then what is the value of x?
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Question :- if x+3/2 +3x= 5(x-3)+ x+23/5, then what is the value of x ?
Solution :-
→ x + (3/2) + 3x= 5(x-3) + x + 23/5
x will be cancel from both sides,
→ (3/2) + 3x = 5(x-3) + 23/5
→ (3/2) + 3x = 5x - 15 + 23/5
→ 5x - 3x = (3/2) + 15 - (23/5)
Taking LCM of RHS denominator now,
→ 2x = (3*5 + 15*10 - 23*2)/10
→ 2x = (15 + 150 - 46) / 10
→ 2x = (165 - 46) / 10
→ 2x = 119/10
Taking 2 RHS side , it will be in denominator,
→ x = (119) / (10 *2)
→ x = (119/20) (Ans.)
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hope u understand
so answer is 7
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