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What is the cube root of pi?
1.46459189
What are the examples of irrational numbers?
The square root of any number which is not a perfect square;The cube root of any number which is not a perfect cube;Pi, the circular constant.e, the natural logarithm base number.
How can you find the side of a cube using a cube root?
The cube root is the side of a cube.
What is the cube root of 2 multiply by the cube root of 2?
4
What is the cube root of 480?
The cube root of 480 = 7.829735
What is the cube root of pi?
1.46459189
What is radius of sphere whose volume is 288 pi cm cube root?
288 pi cm cube root = 4/3(that's a fraction)*times* pi *times* radius cube root288 *divided by* 4/3 = 216.00000000000000000000000000001cube square root 216.00000000000000000000000000001 and you should get a simple 6
What is the cube root of pi squared?
If you take pi as 3.141592654, then the answer is 2.145029397 to 11 significant figures.
What is the cubed root of 5?
The cube root of 5 is an irrational number, meaning it cannot be written as a/b where a and b integers and b is not 9. We can approximate it and the cube root of 5 is about 1.70997595
How do you find the radius when you know the volume of a sphere?
The volume of the sphere is: V=4πr3/3.Then r=0,62 x (cubic root from V)============================Call the volume 'V'.Call the radius 'R'.The volume of a sphere is V = 4/3 (pi) R3 .Multiply both sides of the formula by 3/4 :3/4 V = (pi) R3Divide each side by pi :3V/4 pi = R3Take the cube root of each side :R = cube root of (3V/4 pi)The first answer up above simplified this somewhat, by taking (3/4 pi)out of the cube root, and you wind up with:R = 0.62 times the cube root of ( V ) . (rounded)
What is radius of sphere whose volume is 288 pi cube root?
volume is 4/3 pi x the redius cubed
What is the cube root of the square root of pi?
The cube root of the square root of π is the 6th root of π. ³√(√π) = 6√π. Using exponents, (π1/2)1/3 = π1/2 x 1/3 = π1/6
What is the radius of a sphere whose volume is 330 cubic meters?
r ≈ 4.2869 meters. V = 4/3 x pi x r3 solve for r => cube root ((v x (3/4))/pi) = r => cube root ((330 x (3/4))/pi) = 4.28688....
Can you have a fraction as an exponent of a constant?
yes you can. The numerator of the exponent is the normal integer type of exponent degree you are most used to seeing. The denominator of the exponent is similar to the degree of the root, as in square root, cube root, etc. Pi is of course a constant. Pi to power of 3/2, π3/2, is the same as the square root of the quantity pi cubed (which is the same as the cube of the square root of pi). Fractional exponents (rational exponents) follow the same algebra rules as integer exponents.
What are the examples of irrational numbers?
The square root of any number which is not a perfect square;The cube root of any number which is not a perfect cube;Pi, the circular constant.e, the natural logarithm base number.
Radius of a sphere from its volume?
V = 4/3*pi*r3 So 3V/(4*pi) = r3 so that r = cube root of 3V/(4*pi)
The volume of a sphere is 268 cu meter Find its radius?
The volume of a sphere is (4/3)*pi*(r^3), where r is the radius. Solving for r: (4/3)*pi*(r^3) = 268 (r^3) = 268/((4/3)*pi) r = cube root(268/((4/3)*pi)), which is approximately cube root (63.98), which is approximately, 4.00 m.
