the value of (1+tan9°28')(1+tan35°32')
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Step-by-step explanation:
The value of (1+tan9°28')(1+tan35° 32')
(1+tan32) (1+tan 13)=
1+ tan 32+ tan 13+tan 32 tan 13 (1+a)
(1+b)= 1+a+ab
(1+ tan 23)
(1+ tan 22) = 1+ tan 22+ tan 23+ tan 22 tan 23
32+13=45
apply tan on both sides
tan (32+13)= tan (45)
=> tan ( A+ B)=
=> tan 32+ tan 13=1- tan 32 tan 13
=> tan 13 + tan 32 + tan 32 tan 13 = 1
similarly, 22+23=45 => tan 22+ tan 23+ tan 22 tan 23=1
substituting values in above equations =1
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