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Grade 10
Grade 11
Indices and Logarithms I
Grade
11
Term
1
Express (5p3)−2 using positive indices.
Write x−74 using the radical symbol ().
Find the value of (0.027)32.
Find the value of (8116)−43.
Simplify: a0b−1(2a)−2×9a4
Solve for x: 52x−1=125
Solve for a: 8a−1=(41)a
Solve for y: (3y)2=36
Simplify: 2lg5+lg40−lg10
Simplify: loga12+loga5−loga15
Solve for x: log3x=log318−log32
Solve for y: logy81−logy3=2
Find the value of 2731×(0.25)−21.
If 2x×4x−1=32, find the value of x.
Given lg 2=0.3010 and lg 3=0.4771, find the value of lg 12 without using tables.
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