Math, asked by ashureddy999, 5 months ago

pls answer the question then I will folow you from 4 devices​

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Answers

Answered by Anonymous
6

Answer:

I) In this putting value of all.

LHS= (5/13)^2+(12/13)^2

=25/169+144/169

=(25+144)/169

=169/169

=1 .

RHS=(12/13)^2+(5/13)^2

=144/169+25/169

=(144+25)/169

=169/169

=1 .

LHS=RHS

ii) in this putting value of all

LHS=(13/12)^2-(5/12)^2

=169/144-25/144

=(169-25)/144

=144/144

=1.

RHS=(13/5)^2-(12/5)^2

=169/25-144/25

=(169-144)/25

=25/25

=1.

LHS=RHS

Hope it will help you

Answered by Queengirls320
0

Answer:

I) In this putting value of all.

LHS= (5/13)^2+(12/13)^2

=25/169+144/169

=(25+144)/169

=169/169

=1 .

RHS=(12/13)^2+(5/13)^2

=144/169+25/169

=(144+25)/169

=169/169

=1 .

LHS=RHS

ii) in this putting value of all

LHS=(13/12)^2-(5/12)^2

=169/144-25/144

=(169-25)/144

=144/144

=1.

RHS=(13/5)^2-(12/5)^2

=169/25-144/25

=(169-144)/25

=25/25

=1.

LHS=RHS

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