What is the approximate area of the shaded region?
http://static.k12.com/calms_media/media/1419000_1419500/1419366/2/60596c8f36108772859962598a811cbfd4487176/MS_PA_130922_171137.jpg
A. 168.56 square inches
B. 696.08 square inches
C. 740.04 square inches
D. 1677.76 square inches
PLZ HELP
@bookworm14 @sleepyhead314 @UmarsBack @ObeyRealz @pooja195 @PlanSlam @preteenpony @kirbykirby @yasminej @viixxen @mathmath333 @SolomonZelman @sissyedgar @Phebe @Nnesha @bangbang559 plz help
i think it is a
@bohotness
plz help me, do u agree with my answer?? or is it wrong, if so , plz explain why
first find the area of the square |dw:1425928588512:dw|
area of square =\(side^2=28^2\)
okay
it would be 28 by 28 would it
replace the side with 28
it would be \(28\times 28\)
that would be 784
now what? i am a bit confused.....
ok correct , now find the area of circle as the circle is inscribed in the square ,the radius of circle would be \(r=\dfrac{28}{2}\)
14
area of circle =\(\large \pi r^2\)
the closest is a
615.75
Now find the area of the circle inside the square, and subtract the area of the circle from the area of the square.
area of circle =\(3.14\times 14\times 14\)
615.44
If you use \(\pi = 3.14\), then one of the choices has the exact answer.
ok correct now find the difference of area of square -area of circle
okay, so 28 divided by 2 is 14, and 14 times pi is 43.96 right?
659.40
the above statement is same as \(\large 784-615.44\)
right @mathmath333 and @mathstudent55
so a basically
i am going with a, thx
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