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solution :
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i ) cos 70 = cos ( 90 - 20 ) = sin 20°
ii ) sinAcosecA = 1
iii ) tan5 = tan( 90-85) = cot85
iv ) tanAcotA = 1
v ) tan 25 = tan(90-65) = cot 65
vi ) tan 30° = 1/√3
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Now ,
a) cos70cosec20
= sin20cosec20
= 1 -----( 1 )
ii ) (tan5tan25tan30tan65tan85)
Rearranging the terms, we get
= tan5tan85tan25tan65tan30
= (cot85tan85)(cot65tan65)tan30
= 1 × 1 × 1/√3
= 1/√3 -----( 2 )
iii ) According to the problem given,
( 1 )/( 2 )
= 1/( 1/√3 )
= √3
••••
****************************
i ) cos 70 = cos ( 90 - 20 ) = sin 20°
ii ) sinAcosecA = 1
iii ) tan5 = tan( 90-85) = cot85
iv ) tanAcotA = 1
v ) tan 25 = tan(90-65) = cot 65
vi ) tan 30° = 1/√3
**********************************
Now ,
a) cos70cosec20
= sin20cosec20
= 1 -----( 1 )
ii ) (tan5tan25tan30tan65tan85)
Rearranging the terms, we get
= tan5tan85tan25tan65tan30
= (cot85tan85)(cot65tan65)tan30
= 1 × 1 × 1/√3
= 1/√3 -----( 2 )
iii ) According to the problem given,
( 1 )/( 2 )
= 1/( 1/√3 )
= √3
••••
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