if $$n=(8+37)10$$,n∈N then the least value of n is

Correct option is 2(8+37)10+(8−37)10

Questions

if $n = (8 + 3 \sqrt{7})^{10}, n \in N$ then the least value of n is

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(8+37)10−(8−37)10

(8+37)10+(8−37)10

(8+37)10−(8−37)10+1

(8+37)10−(8−37)10−1

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detailed solution

Correct option is B

Let f=(8−37)10,here 0

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if n=(8+37)10,n∈N then the least value of n is

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if $n = (8 + 3 \sqrt{7})^{10}, n \in N$ then the least value of n is