If $5^{o} C = 25^{o} x$ and $25^{o} C = 100^{o} x$ ; then what is the boiling point of water?

210^{o} x

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381^{o} x

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410^{o} x

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510^{o} x

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Solution

The correct option is A $381^{o} x$
$5 ℃ = 25 ° x 25 ℃ = 100 ° x$
$20 ℃$ difference is equivalent to $75 ° x$ difference.
$1 ℃$ difference is equivalent to $3.75 ° x$
$100 ℃ = 5 ℃ + 95 ℃ = 25 ° x + 95 \times 3.75 ° x = 381.25 ° x$

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