Volume of the region inside the cube but outside the sphere is 102.903 inches³.
Volume of a three dimensional shape is the space occupied by the shape.
Given a cube.
Volume of a cube = a³
Here a is the side length of a cube.
Here side length of the cube = 6 inches
Volume of the cube = 6³ = 216 inches³
Volume of a sphere = π r³
Here diameter of the sphere = 6 inches
Radius of the sphere = 6/2 = 3 inches
Volume of sphere = π (3)³
= 113.097 inches³
Volume of the region inside the cube but outside the sphere is,
Volume of cube - Volume of sphere
216 inches³ - 113.097 inches³
102.903 inches³
Hence the volume of the region inside the cube but outside the sphere is, 102.903 inches³.
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Answer:15 feet
Step-by-step explanation:
A=lw
180=L*12
15=l
Answer:
There will be 8 columns
Step-by-step explanation:
So first you get 48 and divide it by 6 then you get 8 as your answer
Answer:
∠C=79°
∠B=∠D=101°
Step-by-step explanation:
-A parallelogram has a pair of parallel opposite sides.
-It's opposite angles are also equal.
#Given the parallelogram ABCD, and that angle A=79°, the remaining angles can be found as:
Angle A is opposite to angle C
Hence ∠C=79°
#Since it's a parallelogram , the two remaining angles are opposite and equal:
Hence ∠B=∠D=101°
Answer:
m∠B = 101
m∠C = 79
m∠D = 101
Answer:
Step-by-step explanation:
step 1
Find the volume of one juice box
The volume is equal to
where
substitute the values in the formula
step 2
Find the volume of one package
we know that
A package has 6 juice box
so
Multiply the volume of one juice box by 6
step 3
Find the volume of the shipping box
we know that
A shipping box holds exactly 24 packages of juice boxes
Multiply the volume of one package by 24