If 2α+13β0β2−5β=α+3β2+20−6 find the value of α + β

If 2α+13β0β25β=α+3β2+206 find the value of α + β

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    Solution:

    The given matrices will be equal, iff

    2α+1=α+3α=23β=β2+2β23β+2=0β=1,2 and β25β=6---iβ25β+6=0β=2,3----ii

    From Eqs. (i) and (i), we get  β =2

    α=2,β=2

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