Find the value of $36^{2} - 35^{2} =$
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Solution

Using the Identity $(x + a) (x - a) = x^{2} - a^{2}$

We Put x = 36 and a = 35

(36 + 35) (36 - 35) = (71) (1) = 71

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The value of $36^{2} - 35^{2}$ is

36^{2} - 35^{2}

Solve $36^{2} - 35^{2} =$ ___

Using a suitable identity, Solve $36^{2} - 35^{2}$

(- 1 + \sqrt{- 3})^{62} + (- 1 - \sqrt{- 3})^{62}

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