The value of pie.cos60/4sin2 is?
Answers
Concept
Radians are a unit of measurement for angles that are primarily used in trigonometry. Use instead of degree. A solid sphere or circle is 360 degrees, while a solid sphere or circle is just over 6 radians.
Given
The equation given is pie.cos60/4sin2
Find
We need to find the value of the given equation is pie.cos60/4sin2
Solution
The problem can be solved by following steps
We know the values of pie , Cos60 and 4 sin2
let it be clear that the Values of the equation are given in the radian and hence we know the value of the given radians with trigonometry ratios
let me inform you We will simply substitude the values in the equation.
The values of the following in radians
Cos 60
Sin2 = 0.0909
cos 60 = -0.9524
Pi = 3.14
now substitute the values in the equation
pie.cos60/4sin2
3.14*-0.9524*3.14
= -0.216 Radians
Hence the value of the radians is -0.216 Radians.
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