Introducing
Your new presentation assistant.
Refine, enhance, and tailor your content, source relevant images, and edit visuals quicker than ever before.
Trending searches
Here are the dimensions Hoshi and Tran can use for the triangular base (base and height).
The most realistic answer would be 11 by 20.
10
100
100cm3
1000cm3
=
1cm3=1mL
1000cm3=1000mL/1L
1000+100=1100cm3
Now we know that the total volume of the container should be 1100cm3.
Now we know that the least possible volume for the container is 1000cm3
V= 1/2 x a x c x h
V= 1/2 x a x c x 10
1100= 1/2 x a x c x 10
110= 1/2 x a x c
220= 2²·5·11
(2+1)(1+1)(1+1)
=3x2x2
=12
Add one to each exponent and multiply them together.
12 factors
This is to make sure you have all the possible lengths for the base and height of the triangle.
a= height of triangle
c= base of triangle
h= height of prism
The area of the triangular base must be 110cm3.
I know that to find the volume of a triangular prism, you must multiply the area of a triangular base with the height of the prism.
I know that to find the area of a triangle you must do base times height divide by two.
I know that I have to leave 10% of the container empty,
What could be the dimensions Hoshi and Tran can use for a triangular prism to hold 1L of juice?