Question

Find the value of x in the following equation: x+5/6 - x+1/9 = x+3/4

Answer 1

Answer:

∴ x = -1/2

Step-by-step explanation:

solution,

or, x+5 / 6 - x+1/9 = x + 3/4

or, x+5/6 - x+1/9 = x+3/4

or, (x+5) × 3/6×3 - (x+1) × 2/9×2 = x+3/4

or, 3x + 15/ 18 - 2x+2/18 = x+3/4

or, (3x+15) -(2x+2) / 18 = x+3/4

or, 3x + 15 - 2x - 2 / 18 = x+3/4

or, x + 13/18 = x+3/4

or, x + 13 /18 - x+3/4 = 0

or, (x+13) ×2/18×2 - (x+3)×8/4×8 = 0

or, 12x + 26/ 32 - 8x + 24/ 32 = 0

or, (12x + 26) - (8x+24) / 32 = 0

or, (12x+ 26 - 8x - 24) / 32 = 0

or, 4x + 2 = 0 × 32

or, 4x + 2 = 0

or, 4x = -2

or, x = -2/4

∴ x = -1/2

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