Question

b) Find the value of 'a' and 'b', if: 5+√3 = a +b√3​

Answer 1

Answer:

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Answer 2

Step-by-step explanation:

Since rationalization of c+da+b=c+da+b×c−dc−d

Since rationalization of c+da+b=c+da+b×c−dc−dTaking L.H.S.

Since rationalization of c+da+b=c+da+b×c−dc−dTaking L.H.S.By rationalization,

Since rationalization of c+da+b=c+da+b×c−dc−dTaking L.H.S.By rationalization,7+435+23 = 7+435+23× 7−437−43

Since rationalization of c+da+b=c+da+b×c−dc−dTaking L.H.S.By rationalization,7+435+23 = 7+435+23× 7−437−43Since,   {(a+b)(a−b)=a2−b2}

Since rationalization of c+da+b=c+da+b×c−dc−dTaking L.H.S.By rationalization,7+435+23 = 7+435+23× 7−437−43Since,   {(a+b)(a−b)=a2−b2}            = [(7)2−(43)2](5+23)×(7−43