Can u explain problem solving
Volume of the sphere will be calculated as 2061.74912 inches cube.
The volume of the cylinder can be estimated by the product of area of the base of the cylinder and height of the cylinder.
V=πr²L
where L is the height of the cylinder and r is radius of the base of the cylinder.
radius r=6.8 inches
the height L=14.2 inches
volume of cylinder
=πr²L
=π(6.8)²14.2
=3.14(6.8)²14.2
=2061.74912 inches cube
Therefore, volume of the sphere will be calculated as 2061.74912 inches cube.
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Answer:
2062.79 inches cubed
Step-by-step explanation:
Formula- πr2h
= π×6.82×14.2
= 656.608π
= 2062.7948690883 inches cubed
The missing dataset is 81 at the 4th position.
We have the following data set -
82, 87, 77, 70, 80, 88
whose Median is - 81
We have to find out the missing data in this dataset.
If a set consist of odd number of elements, then the median of that set of numbers is the is the element at the position .
Let the missing element be x. Now, the data set becomes -
82, 87, 77, 70, 80, 88, x
To total number of elements in the dataset = 7, which is a odd number.
The element at the position for odd number of elements equals to Median which is equal to 81.
Hence, the missing dataset is 81 at the position - = 4th position.
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