Answer:
Explanation:
Step 1
First, we find the volume of one the triangular prism shaped candles.
The volume of a prism is calculated using the formula:

The cross section of the prism is a triangle with:
• Base = 10cm
,
• Height = 7cm
Length of the Prism = 6cm
Therefore:

The volume of one of the candles is 210 cubic cm.
Step 2
Next, divide the volume of wax used by the factory by the volume of one candle.
