Since the figures are similar, the ratio of corresponding sides must be equal. We can set up a proportion using the given side lengths:
\\(\frac{200}{x} = \frac{250}{175}\\)
Cross-multiply:
\(200 * 175 = 250 * x\)
\(35000 = 250x\)
Divide both sides by 250:
\(x = \frac{35000}{250}\)
\(x = 140\)
\\(\boxed{x = 140 \text{ in.}}\\)
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