If a+b=90 sina=3/4 then find the value of secb
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Answered by
27
a=90-b
punt a=90-b
sin (90-b)=3/4
cosb=3/4 since cos theta =1/sec theta
hence sec b =4/3
punt a=90-b
sin (90-b)=3/4
cosb=3/4 since cos theta =1/sec theta
hence sec b =4/3
Answered by
15
a+b=90°
a=90-b
sin a=3/4
sin(90°-b)=3/4
cosb=3/4
(Note-if sin=90°-b then cos must be b)
secb=4/3 (as it is the reciprocal of cosb)
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