Solve this inequality: 3q + 11 + 8q > 99.?

A. q > 11

B. q >1/8

C. q > 88

D. q > 8

7 Answers

  • 3q+11+8q > 99

    11q + 11 > 99 (adding 3q+ 8q)

    11q > 88 (subtracting 11 from both sides)

    q > 8 (dividing both sides by 11

    answer = D q > 8

  • 3q + 11 +8q > 99 combine like terms

    11q + 11 > 99 subtract 11 from both sides

    11q > 88 divide by 11

    q > 8

    answer d

  • 3q + 11 + 8q > 99

    combine like terms so

    11q > 99 - 11

    11q > 88

    divide both sides by 11 so

    q > 8

    answer is (d)

  • 3q + 11 + 8q > 99

    11q+11>99

    11q>88

    q>8

    Answer D

  • Treat it like a regular equation with the > where the = would be

    3q + 11 + 8q > 99

    combine like terms

    11q+11>99

    Move 11 to the right hand side by subtracting it from both sides

    11q>88

    Move the 11 (from 11q) to the right hand side by dividing both sides by 11

    q > 8

    The answer is D

  • D. q>8

  • 11q > 88

    q > 8

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