Question:`m + 1/m = 2` হলে প্রমাণ কর যে, `m^4 + 1/m^4 = 2` 

Answer দেওয়া আছে, `m + 1/m = 2` এখন বামপক্ষ `= m^4 + 1/m^4` `= (m^2)^2 + (1/m^2)^2` `= (m^2 + 1/m^2)^2 - 2. m^2. 1/m^2` `= {(m + 1/m)^2 - 2. m. 1/m}^2 - 2` `= {(2)^2 - 2}^2 - 2` [মান বসিয়ে] `= (4 - 2)^2 - 2` `= (2)^2 - 2` `= 4 - 2` = 2 = ডানপক্ষ :. `m^4 + 1/m^4 = 2` 

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`m + 1/m = 2` hole proman kar je, `m^4 + 1/m^4 = 2`
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