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Which two numbers (not digits) should be interchanged to make the given equation correct? ​(√144÷4)3+(6)2−(28×2)+72+(32÷8)×3=52(√144÷4)^3+(6)^2-(28×2
Question

Which two numbers (not digits) should be interchanged to make the given equation correct?
(144÷4)3+(6)2(28×2)+72+(32÷8)×3=52(√144÷4)^3+(6)^2-(28×2)+72+(32÷8)×3=52​​

A.

3 and 6

B.

2 and 8

C.

2 and 4

D.

4 and 6

Correct option is D

Given: (144÷4)3+(6)2(28×2)+72+(32÷8)×3=52(√144÷4)^3+(6)^2-(28×2)+72+(32÷8)×3=52​​
As per the option interchanging the 4 and 6 we get following equation-
(144÷6)3+(4)2(28×2)+72+(32÷8)×3=52(12÷6)3+(4)2(28×2)+72+(4)×3=52(2)3+(4)2(28×2)+72+(4)×3=528+1656+72+12=528+1656+72+12=5210856=5252=52(√144÷6)^3+(4)^2-(28×2)+72+(32÷8)×3=52 \\(12÷6)^3+(4)^2-(28×2)+72+(4)×3=52 \\(2)^3+(4)^2-(28×2)+72+(4)×3=52 \\8+16-56+72+12=52 \\8+16-56+72+12=52 \\108 – 56 = 52 \\52 = 52​​
Correct answer is (d) 4 and 6

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