nickname0097
08.04.2020 •
Mathematics
Lucy decides to paint only the walls of 3 bedrooms in her house. Each room has a door, a closet door, and a window. She is only applying 1 coat of paint to the walls. Each room is 14 feet by 12 feet with 8-foot ceilings. Each door has dimensions 6.5 feet by 2.5 feet. Each window has dimensions 4.5 feet by 3 feet. 1 gallon of paint with cover 350 square feet. Paint is sold in 1-gallon containers. Enter the minimum number of 1-gallon cans of paint she need.
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Ответ:
The minimum number of 1-gallon cans of paint Lucy needs is 5.
Step-by-step explanation:
Given in the question,
There are 3 bedrooms of dimensions (14*12*8)feets
Thus total area of the room = area of walls+area of 1 ceiling
= (2*area of opposite walls)+(2*area of another set of opposite walls)+ceiling
=(2*14*8)+(2*12*8)+(14*12)
=224+192+168
=584 square feet.
Now deducting the area of doors and windows of area (6.5*2.5)sq ft and (4.5*3)sq ft;
=584-(6.5*2.5)-(4.5*3)
=584-16.25-13.5
=554.25 sq ft.
There are 3 such of bedrooms.Thus;
=3*554.25
=1662.75 sq ft.
Now dividing it with 350 sq ft which is the capaciy paint for 1-gallon container;
=1662.75/350
=4.7507.
which is nearly equals to 5. Thus,the minimum number of 1-gallon cans of paint Lucy needs is 5.
Ответ:
25x + 15y = 265
x+y = 13
Step-by-step explanation:
Step 1:
Given
Number of shirts Leah can iron in an hour = 25 shirts
Number of shirts Christopher can iron in an hour = 15 shirts
Total number of hours worked by both = 13 hours
Total number of shirts ironed by them = 265 shirts
Step 2 :
Let x represent the number of hours Leah works and y represent the number of hours Christopher works
Leah irons 25 shirts in one hour, so in x hours he would iron 25x shirts
Christopher irons 15 shirts in one hour, so in y hours he would iron 15y shirts
Given total shirts ironed by them together is 265 , we have
25x + 15y = 265
They worked a combined of 13 hours, so
x+y = 13
Step 3:
The system of equations that could be used to determine the number of hours Leah worked and the number of hours Christopher worked are ,
25x + 15y = 265
x+y = 13