Carriepruitt
16.04.2020 •
Mathematics
Suppose two radii of a circle determine a 45° angle, and the length of both radii is 64 yards. What is the arc length formed by the two radii
in yards? Round your answer to two decimal places.
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Ответ:
The arc length formed by the 2 radio is 15.24 yards
Step-by-step explanation:
Angle between the 2 radio = 45°
Radius = 64 yards
Arc length = (45/360) (2π) (64)
= (1/8) (2π) (64
= 16π
= 16(3.14)
=15.24 yards
The arc length formed by the 2 radio is 15.24 yards
Ответ:
if x >-5
x=-4,-3,...,5
y=2/5-5
y=2/0 undefined
for convard upward x must be small 5
y=2/5-(-1)=2/6=1/3
y=2/5-(-2)=2/7
y=2/5-4=2
y=2/5-3=1
y=2/5-2=2/3=0,6