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kayleemiller5669
13.01.2020 •
Mathematics
5.)
a.) 1/ csc 36°
b.) csc 36°
c.) 1/ tan 36°
d.) cos 36°
e.) tan 36°
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Ответ:
B.)![csc \ 36\°](/tpl/images/0453/3118/41b97.png)
Step-by-step explanation:
Given:
We need to rewrite the given expression as single trigonometric function.
Now According to reciprocal Identities given:
Also Given;
Sow when![sin\ 36\°= \frac{1}{csc\ 36\°}](/tpl/images/0453/3118/6eff9.png)
and when![\frac{1}{sin\ 36\°}= csc\ 36\°](/tpl/images/0453/3118/453e2.png)
Hence the Single trigonometric function is
.
Ответ:
π/36 sec-1
Step-by-step explanation:
From the question we are given the formula below
s = rwt eqn(1)
Where s= π/3m, r=3 m, t= 4 sec
We were not given value of " w" which implies we are required to find out values of" w"
We can make " w " the subject of the formula from eqn(1)
s = rwt
w= s/(rt)eqn(2)
Then substitute for the values in eqn(2)
w= (π/3m ) / ( 3m × 4 sec)
= π/36 sec-1
Hence, the value of the
missing variable is π/36 sec-1