Your friend says that the volume of this sphere is 44.58 m^3 Find the correct volume, using 3.14 for pi. What mistake might your friend have made?
the volume of the sphere is approximately _________m^3.
(Type a whole number or a decimal. round to the nearest hundredth as needed.)
The correct volume of the sphere using 3.14 for pi is:
V = (4/3)πr^3 (where r is the radius of the sphere)
V = (4/3)(3.14)(r^3)
V = 4.19r^3
If the volume of the sphere is 44.58 m^3, we can solve for the radius, as follows:
44.58 = 4.19r^3
r^3 = 44.58/4.19
r^3 = 10.62
r ≈ 2.24
So the radius of the sphere is approximately 2.24 m.
Using this value of r, we can find the correct volume of the sphere:
V = 4.19(2.24^3)
V ≈ 44.64 m^3
Therefore, the correct volume of the sphere is approximately 44.64 m^3.
If your friend said the volume was 44.58 m^3, they may have rounded the value of r to a different number of decimal places, or they may have used a slightly different value of pi.
69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69/100=?
Computing the expression, we get:
69^26/100 = 3.499853 x 10^47
Therefore, 69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69x69/100 = 3.499853 x 10^47.
dont trust this stupid ai robot, it checked my answers and I got a 0% on my math test.
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the square root of 3.499853 x 10^47.
The square root of 3.499853 x 10^47 is:
5.913 x 10^23