The angle measure in degrees that corresponds to 7/10 of a circle is
a circle contains 360º
180º = π radians
Why can't you make these simple calculations and conversions ??
(7/10) * (360) = 252º
252º/180º = x radians / π radians
solve for x...do something !!
[7π/5 radians ]
Answer:
\(252\°\)
Step-by-step explanation:
we know that
The complete circle subtends a \(360\°\)
so by proportion
Find how many degrees corresponds to \(7/10\) of a circle
\(\frac{360}{1}\frac{degrees}{circle} =\frac{x}{(7/10)}\frac{degrees}{circle} \\ \\x=(7/10)*360\\ \\x= 252\°\)