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Question

# In the algebraic expression, 11x+33×3=18922, the value of unknown is

A
75
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B
76
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C
77
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D
78
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Solution

## The correct option is C 77Given, 11x+33×3=18922 We need to solve x by isolating it on one side of the equation. Step 1: Simplify each side of the equation as much as possible. ⇒11x+33×3=18922 ⇒11x+99=946 Step 2: Subtract both sides of the equation with 99 to eliminate the constant on the left side of the equation. ⇒11x+99−99=946−99⇒11x=847 Step 3: Make the coefficient of the variable term equal to 11 by dividing from 11 on both the sides. ⇒11x11=84711⇒x=77 Hence, x = 77

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