6) (5a +b+ 2) ^2– (5a - b -- 2)^2
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Answer:
and 1 are the roots of equation
x2+[a2−5a+b+4]x+b=0
∴−5+1=−[a2−5a+b+4] and −5×1=b
⇒[a2−5a+b+4]=4 and b=−5
⇒[a2−5a−1]=4
4≤a2−5a−1<5
⇒a2−5a−5≥0 and a2−5a−6<0
⇒a∈(−1,25−35]∪[25+35,6)
Number of integral values of a is 0 as 25−35<0 and 25+35>5
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