if a-1/a=15/4 what is value of a+1/a
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given that a+(1)/(a)=17/4
(a^2+1)/a=17/4,
cross multiplication gives,
4a^2+4=17a,
4a^2–17a+4=0,
factorisation gives,
4a^2–16a-1a+4=0,
4a(a-4)-1(a-4)=0,
(a-4)(4a-1)=0,
a=4,a=1/4,
substitute a=4 in a-(1)/(a),
4–(1)/(4)=15/4,
therefore a-(1)/(a)=15/4
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