If 84 - 72 - 45- 63 - 41 - 33- 25 - 52 - 33 then 94 - 82 - -

The correct option is A 56The rule is: Difference of the digits of the number84 #160; #8853; #8853; #160;72 = (8 4) (7 2) = 45 etc. #8756; #8756; ...

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Binary Operation

If 84 ⊕ 72 ...

Question

If 84 $\oplus$ 72 = 45: 63 $\oplus$ 41 = 33, 25 $\oplus$ 52 = 33 then 94 $\oplus$ 82 = ?

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Solution

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84 \oplus 72 = 45; 63 \oplus 41 = 33, 25 \oplus 52 = 33

94 \oplus 82 = ?

30

V I

38, 46, 33, 45, 63, 53, 40, 85, 52, 75, 60, 73, 62, 22, 69, 43, 45, 33, 47, 41, 29, 43, 37, 49, 83, 44, 55, 22, 35

45

30

V I

38, 46, 33, 45, 63, 53, 40, 85, 52, 75, 60, 73, 62, 22, 69, 43, 45, 33, 47, 41, 29, 43, 37, 49, 83, 44, 55, 22, 35

45

\frac{(- 3)^{3} \times (- 2)^{5} \times 7^{2}}{(- 1)^{5} \times (- 7)^{2} \times 2^{5}}

⎛ ⎜ ⎜ ⎝ \frac{(81)^{\frac{1}{{log}_{5} 9}} + 3^{\frac{3}{{log}_{\sqrt{6}} 3}}}{409} ⎞ ⎟ ⎟ ⎠ ((\sqrt{7})^{\frac{2}{{log}_{25} 7}} - (125)^{{log}_{25} 6}) =

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