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If P = (0.08)2, Q = 1/(0.08)2 and R = (1 – 0.08)2 – 1, then out of the following the true relation is
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- Q < P and P = R
- P < Q and P = R
- Q < R < P
- R < P < Q
Correct Option: D
Given that in the question,
P = (0.08)2
| Q = | = | = 156.25 | ||
| (0.08)2 | 64 |
R = (1 – 0.08)2 – 1
R = 1 + (0.08)2 – 2 × 0.08 – 1 = (0.08)2 – 2 × 0.08
Clearly, R < P < Q
