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If (y=3x-2) and (x+y=18), what will be the value of (y)?

Answer and explanation

Correct answer: (y=13)

The direct answer is option C: y=13. The first equation already gives y=3x-2. Put this expression into x+y=18: x+(3x-2)=18, so 4x-2=18, 4x=20, and x=5. Now calculate y=3(5)-2=15-2=13. Check: 5+13=18 and 13=3(5)-2. Option C is correct because it satisfies both equations. Option A, y=10, would require x=4 from x+y=18, but then 3x-2=10, not 10? Actually 3(4)-2=10, so it satisfies the first relation but the pair gives x=4 and y=10, and x+y=14, not 18. Option B, y=11, gives x=7 from the sum, but 3(7)-2=19. Option D, y=15, gives x=3 from the sum, but 3(3)-2=7. Thus only C works. Exam cue: substitute the given expression carefully and solve the resulting one-variable equation.

Related tags

Linear EquationsSubstitutionValue Of YEasyClass 10

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