The figure below shows two white quarter circles inside a rectangle. The area of the shaded portion is approximately _____square feet. Round the solution to the nearest whole number. Use 3.14 for pi.
@ganeshie8
you finished wid the previous q ha
you posted the q and disappeared
Sorry! I ended up figuring out the answer on my own, with the help of my math partner lol.
ok good :) wat did u get as answer
My partner and I ended up choosing "It is correct because angle CGD = 72°, angle GCD = 72°, and angle GDC = 36°."
thats wrong working, you guys wud have made some mistake somewhere
first, lets work the present problem, then we can go back to the previous one ok
Can you explain it to me then?
sure, we will do that problem in the older post :) lets do the present problem
Okay (:
look at the figure. its a rectangle and two quarter circles
area of shaded region = area of rectangle - area of quarter cicles
So we have to find the individual area of the shaded region, the entire rectangle, and both of the quarter circles?
find the whole rectangle area. find the quarter circles area. subtract
Ohh, I read that wrong. And the area of the shaded region will be whatever the area of the rectangle and the area of the quarter circles are when subtracted.
thats right !
area of rectangle = lxb = ?
It would be 40*40 right?
l = 40+40 = 80
b = 40
area of rectangle = 80 x 40
3200
Yes, next find the area of quarter circle
Is there a formula I can follow, or?
use area of circle formula. and divide it by 4 since it is a quarter circle.
Okay, so the area for a circle is 2*pi*r right?
thats perimeter, not area
area = pi*r^2
Well I don't know the radius?
look at the quarter circle once.
r = 40
so pi*40^2 = 5024 and then divided by 1/4 the answer is 1256 ??
thats the area of one quarter circle
in the pic, how many quarter circles u have ?
The area for both would be 2512
So the area of the shaded region would be 688
Exactly ! subtract this 2512 from the rectangle area you worked before. that gives the area of shaded region
Area of shaded region equals 688
688 = \(\checkmark \)
Can you help me with this one? I'm really bad at these. The coordinates of rectangle ABCD are A(3, -2), B(5, -2), C(5, -7), D(3, -7). What are the coordinates of the point of intersection of the diagonals of the rectangle after the rectangle is reflected across the x -axis? (4, 4.5) (-4, 4.5) (4, 2.5) (-1, -4.5)]
plot the points first
Okay, one second
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