The product of two positive integers is 1575 and their ratio is 9:7 the smaller integer is

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Let the numbers are 7x & 9xAccording to the question,\( \Large 7x \times 9x=1575 \)\( \Large 63x^{2}=1575 \)\( \Large x^{2}=25 \)\( \Large x=5 \)Then greater number

\( \Large =9x=9 \times 5=45 \)

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The product of two positive integers is 1575 and their ratio is 9 : 7. The smaller integer is

Let the integers be 9x and 7x respectively.According to the question,9x × 7x = 1575

⇒ x2 = 25⇒ x = 5[x being positive (+ve) integer]∴ Smaller integer

= 7x = 7 × 5 = 35

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