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wythagoras
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I would note that $3 < \pi < 3.5$ which would mean that

$${3\over 4} < {\pi \over 4} < {3.5\over 4} = {7\over 8}$$

Not a genrealgeneral technique, but it popped into my mind instantly.

I would note that $3 < \pi < 3.5$ which would mean that

$${3\over 4} < {\pi \over 4} < {3.5\over 4} = {7\over 8}$$

Not a genreal technique, but it popped into my mind instantly.

I would note that $3 < \pi < 3.5$ which would mean that

$${3\over 4} < {\pi \over 4} < {3.5\over 4} = {7\over 8}$$

Not a general technique, but it popped into my mind instantly.

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user3294068
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I would note that $3 < \pi < 3.5$ which would mean that

$${3\over 4} < {\pi \over 4} < {3.5\over 4} = {7\over 8}$$

Not a genreal technique, but it popped into my mind instantly.