Consider the right triangle in the attached diagram. Using the Pythagorean theorem, you can find the distance marked "a" by
r² = a² + o²
a = √(r² - o²) = √(20² -16²)
a = √(400 - 256) = √144 = 12
The
maximum depth is the difference between r and a, so is (20-12) cm =
8 cm.
<span>C=2πr</span>
where:
<span>C=</span>circumference
<span>r=</span>radius
To find the circumference, substitute your known values into the equation:
<span>C=2πr</span>
<span>C=2π<span>(7)</span></span>
<span>C=14π</span>
<span>C≈43.98 </span>
the circumference is approximately 43.98 cm. Hope I helped!
Fourteen point eight hundred ninety-five
C would be your answer i hope i helped you :) sorry if i’m incorrect. i’m not sure
1 and 2 both have 1/4th slope, (2 is y=.25x +2.8)
3 has 1/4th slope, (y = 1/4x - 8/5)
4 has a -1/4th slope.
H would be correct as all the others have a 1/4th slope and IV is only one with a -1/4th slope
