If 1 zero of polynomial 5z2+13z-p is reciprocal of the other find p
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Answer:
Step-by-step explanation:
5z^2 + 13 z - p =0
let root is x & 1/x
product of roots = x*1/x = -p/5
or p = - 5 answer
proof--------------
5 z^2 + 13 z + 5 =0
z = [ -13 +_ sqrt(169- 100]/10
so z= [-13 + sqrt69]/10 & z= [- 13 - sqrt69]/10
so [-13 + sqrt69]/10 X [-13- sqrt69]/10=-1/100 [ 69-169] = 1
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