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\(\bigg[\bigg(1+\frac1{10+\frac1{10}}\bigg)\times\)\(\bigg(1+\frac1{10+\frac1{10}}\bigg) -\)\(\bigg(1-\frac1{10+\frac1{10}}\bigg)\times\)\(\bigg(1-\frac1{10+\frac1{10}}\bigg)\bigg]\) ÷ \(\bigg[\bigg(1+\frac1{10+\frac1{10}}\bigg)+\) \(\bigg(1-\frac1{10+\frac1{10}}\bigg)\bigg]\) simplifies to

(a) \(\frac{100}{101}\)

(b) \(\frac{90}{101}\)

(c) \(\frac{20}{101}\)

(d) \(\frac{101}{100}\)

1 Answer

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Best answer

(c) \(\frac{20}{101}\)

Given exp. 

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