The product of two numbers is $528$ . If the product of their units digits is $8$ , and the product of their tens digits is $4$ . Then the numbers are.

18 and 24

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20 and 18

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24 and 22

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22 and 26

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Solution

The correct option is C $24 and 22$
Given,

Product of units digit $= 8 = 2 \times 4$

Since the units' digits are $2 and 4$ , the numbers are $24 and 22$ .

$24 \times 22 = 528$

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The product of two numbers is 528. If the product of their units digits is 8, and the product of their tens digits is 4. Then the numbers are.

The correct option is C 24 and 22Given, Product of units digit =8=2×4 Since the units' digits are 2 and 4, the numbers are 24 and 22. 24×22=528

The product of two numbers is $528$ . If the product of their units digits is $8$ , and the product of their tens digits is $4$ . Then the numbers are.

The correct option is C $24 and 22$
Given,

Product of units digit $= 8 = 2 \times 4$

Since the units' digits are $2 and 4$ , the numbers are $24 and 22$ .

$24 \times 22 = 528$