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26.10.2020 •
Mathematics
1. To build the walls on the two outside corners of the bedroom, your cousin wants to use sheets of dry wall that are each x in length. How many sheets of dry wall will you need for the two outside walls of the bedroom?
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Ответ:
z/xy where z units squared is the total area of the two outside walls and xy is the area of one sheet.
Step-by-step explanation:
First find the area of a single sheet as;
Length of the sheet is x units
Assume the width of the sheet to be y units
The area of the sheet will be : x* y = xy units squared.
Second, find the total area of the two outside corners walls of the bedroom.
Lets say the total area of the two outside walls is z units squared.
Then to get number of sheets of dry wall you need for the two outside walls of the bedroom will be;
= Total area of the two outside walls / The area of one sheet
= z/xy
Use real values for x, y and z to find the actual number of sheets required for the two outside corners walls of the bedroom.
Ответ:
That is what is equivalent to 3 1/4 -(-5/8)
I hope that helped you