If a,b,c are in AP and b,c,d are in HP,then a) ab=cd b) ad=bc c)ac=bd d)abcd=1
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b) ad =bc
Step-by-step explanation:
hence proved that ad=bc
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Step-by-step explanation:
sorry mate only b i know and i can help:
ad=bc
b:if a b c are in AP and B C D are in HP then prove that a d is equal to BC,
a b c are in AP,
=> 2b = a + c,
b c d are in HP,
2/c = 1/b + 1/d,
=> 2/c = (b + d)/bd,
=> 2bd = bc + cd,
putting 2b = a + c,
=> (a + c)d = bc + cd,
=> ad + cd = bc + cd,
=> ad = bc,
QED,
Proved,
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