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3 November, 09:10

Solve log 5 (5x - 2) > log 5 (2x + 10).

a.

x > 4

c.

0 < x < 4

b.

x > 625

d.

x < 4

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Answers (1)
  1. 3 November, 09:21
    0
    Log5∧ (5x-2) log5∧ (2x+10) = (5x-2) log5 > (2x+10) log5

    Dividing both sides of the equation by log5 we are left with;

    5x - 2 > 2x + 10

    5x-2x > 10+2

    3x > 12

    x >4

    The correct answer is (a)
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