Answer:
See image.
Step-by-step explanation:
Remember if you have a right angle inside of a circle, the hypotenuse is going to land exactly on the diameter. Also, Area of a circle = (pi)r^2 Lastly, remember pythagorean triples such as 3,4,5 or at least, the Pythagorean theorem a^2 + b^2 = c^2
It will be 14 we calculated
The red vector has a magnitude of 22 and makes an angle of 39 degrees with the horizonal x-axis.
Converting to rectangular form: x = 22 cos 39 deg and y = 22 sin 39 deg
In 3(x+2)=18, X=4
Divide both sides by the numeric factor on the left side, then solve.
Answer:
Step-by-step explanation:
Arc length of circle with the radius CA = ((2π CA)/360) x 75
(2π 14/360)x75 = (87.96/360)75 = 18.32 yards
Arc length of circle with the radius CN = ((2π CN)/360) x 75
(2π 28/360)x75 = (175.92/360)75 = 36.65 yards
Arc length of circle with the radius CT = ((2π CT)/360) x 75
(2π 42/360)x75 = (263.89/360)75 = 54.98 yards
Arc length of circle with the radius CO = ((2π CO)/360) x 75
(2π 56/360)x75 = (351.58/360)75 = 73.3 yards
