A building is 21 meters high, 15 meters long, and 14+30X meters wide.
Express its volume in terms of X.
A building is 21 meters high, 15 meters long, and 14+30X meters wide.
Express its volume in terms of X.
If we increase the side of a cube by 6, how many times will the volume of the cube increase?
After cleaning the public quadrilateral pool,
To be completed again
we fill it with buckets,
The volume of each bucket is 8 liters.
The quadrilateral pool with a depth of 3 meters and a width of 10 meters,
How many buckets are needed to refill the pool?
A cargo ship anchored in port, its volume is 360 cm³.
The vessel is composed of 6 small vessels.
They disassembled 3 small tanks whose total volume is half of the cargo tanks.
Suggest sizes for the edges of each small tank if its height is known to be 3 meters.
A building is 21 meters high, 15 meters long, and 14+30X meters wide.
Express its volume in terms of X.
We use a formula to calculate the volume: height times width times length.
We rewrite the exercise using the existing data:
We use the distributive property to simplify the parentheses.
We multiply 21 by each of the terms in parentheses:
We solve the multiplication exercise in parentheses:
We use the distributive property again.
We multiply 15 by each of the terms in parentheses:
We solve each of the exercises in parentheses to find the volume:
If we increase the side of a cube by 6, how many times will the volume of the cube increase?
After cleaning the public quadrilateral pool,
To be completed again
we fill it with buckets,
The volume of each bucket is 8 liters.
The quadrilateral pool with a depth of 3 meters and a width of 10 meters,
How many buckets are needed to refill the pool?
37500
A cargo ship anchored in port, its volume is 360 cm³.
The vessel is composed of 6 small vessels.
They disassembled 3 small tanks whose total volume is half of the cargo tanks.
Suggest sizes for the edges of each small tank if its height is known to be 3 meters.
2X10, 4X5