21. If sec 0 = 18, find sin 0 and cot 0.
12
Answers
Answered by
7
Answer:
let 0 be X.
secX=18(given)
cosX=1/secX
cosX=1/18
cotX=cosX/sinX
cotX=1/18/sinX
cotX=sinX/18
sinX=18cotX
now, find sinX and cotX
Answered by
3
Answer:
Sec0=18/1 =h/b
Therefore, (18)^2 -(1)^2 = 324 -1
= 323 = under root 323
Sin0= 18/under root 323
Cot0= 1 /under root 323
(Remember that underroot is a sign )
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