<span>
No choice on the list
is reasonably close to the correct answer.
The question is the
same as asking "How much of the whole circle has
black polka-dots in it
?"
The sections of the circle aren't labeled, but we can see that the
polka-dot
section is a little more than 1/4 of the circle ... maybe 30%
of it ... so the
probability is a little more than 1/4 and close to 30%.
The choices are: A). 50%. ... B). 20%. ... C). 5%. ... D). 56.7%.<span>
</span></span><span>Choice B). is the closest, but that's only because the others are even
more absurd. It's not saying much for B).</span>
Answer:
SA = 251.33 yd ^2
V = 301.59 yd ^3
Step-by-step explanation:
Right cylinder 2π = 6.28318530718
Solve for surface area
A =2πrh+2πr2 = 24 x 2π + 2π x 16
A =150.796447372 + 100.530964915
A ≈251.33 yd^2
Right cylinder π = 3.14159265359
Solve for volume
V = πr2h = 16 x 6 = 96π
V = 3.14159265359 x 96
V = 301.592894745
V= 301.59 yd ^3
Midpoint ((x1+x2)/2, (y1+y2)/2)
((5+5)/2, (4-3)/2)
C. (5,1/2)
Y=-x+60 which draws a line directly from 60 on the y axis to 60 on the x axis, and crossing through the center of your scatter
