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What is the area of a circle with the circumference of 62.8 inches?
Circumference = 2 pi r = 62.8 so r = 31.4/pi = 10 Area = pi r2 = 100 pi = 314 in2
What is the value of pi 3.14?
pi is approximately equal to: 3.141592653589793238462643383279...
What is 12.8 times pi?
When you multiply 12.8 times pi the exact answer is12.8 Pi, but you can round off the answer to40.192because pi is about equal to 3.14.
What is the sin pi over 4?
sin(pi/4) and cos(pi/4) are both the same. They both equal (√2)/2≈0.7071■
How many diameters equal a circumference?
circumference = 2 x pi x radius which is the same as pi x diameter so the answer is pi.
If the diameterof a circle is 10cm what is the circumference?
10 pi or 314.someting something 10 pi or 314.someting something 10 pi or 314.someting something
What is the diameter of a circle if the circumference 314 feet?
Diameter = 314/pi feet
What does pie equals MC2 mean?
Well, mc2 means matter and speed of light squared and pi is 3.141592654. I dont no what you mean by 'what does pi=mc2 mean' but i can work out the equation. Matter=0.111 Speed of light=299792458 m/s mc2=0.111times299792458=29979.24580000 29979.24580000squared=898755154.753421 898755154.753421 If you divide 898755154.753421 bi 3.141592654 it equals=1. This means an unknown number-pi
Who made pi day on 314?
Larry Shaw made pi day on 3, 14, 1989.
What does E equal to?
e=mc2
What is 314 divided by 42?
7.4762
How do you find the square feet of a circle with a radius of 10 feet?
314 feet²Area of a circle = pi x radius²let pi = 3.14A = 3.14 x 10²A = 3.14 x 100A = 314 feet²
What did Albert Einstein discover besides E equals mc2?
yes he invented pi
What is the sqaure root of 314?
314 is not a perfect square, but the square root is equal to approximately 17.720
What is the area of a circle with the circumference of 62.8 inches?
Circumference = 2 pi r = 62.8 so r = 31.4/pi = 10 Area = pi r2 = 100 pi = 314 in2
What does 3.14 times 100 equal?
314
Did Albert Einstein discover pi?
no, it was William Jones. Albert Einstein founded E=MC2.
