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Transcript of At the end of this Interactive PowerPoint, you will understand some applications of using area....
At the end of this Interactive PowerPoint, you will understand some applications of using area. Left-click your mouse to advance to the next slide or use the navigation arrows (when applicable) at the bottom of the screen.
AreaApplication #1 Painting
Chris hung too many posters! When the posters were pealed off the wall, a lot of paint came off too. Chris wants to repaint that wall.
AreaAreaApplication #1 Painting
Paint costs $23.00 per gallon and covers 250 - 400 ft2. How much will it cost to repaint the wall? How many gallons
are needed?
AreaApplication #1 Painting
Step 1: We need to find the area of the wall. Which formula must we use?
Rectangle A = lw
Rhombus A = ½d1d2
13 feet
8 feet
6 feet
3 feet
AreaApplication #1 Painting
Step 2: Using A = lw, calculate the area of the wall without the door.
A = (13)(8) – (3)(6) = 86ft2
A = (13)(8) + (3)(6) = 122ft2
13 feet
8 feet
6 feet
3 feet
AreaApplication #1 Painting
Step 3: The wall is 86ft2 and Chris wants 2 coats of paint. How many gallons are needed and what is the cost?
*Paint is $23.00 per gallon and covers 250 – 400 ft2.
1 can - $23.00
2 cans - $46.00
AreaApplication #2 Carpeting
Step 1: Determine the nursery’s shape.
9 feet
8 feet10 feet
15 feet
Parallelogram
Trapezoid
AreaApplication #2 Carpeting
Step 2: Using the trapezoid area formula, A = ½h(b1+b2), determine the floor’s area.9 feet
8 feet10 feet
15 feet
A = ½(10)(9+15) = 120ft2
A = ½(8)(9+15) = 96ft2
AreaApplication #2 Carpeting
Step 3: Carpeting costs $2.07 / ft2. How much will it cost to carpet the nursery since it’s 96ft2?
$2.07 (96) = $198.72
96 ÷ $2.07 = $46.38