Martina is going to wallpaper her wall in her bedroom. The wall is 11 feet 4 inches wide and 8 feet 3 inches high. A roll of of wallpaper is 21 inches wide and 30 inches long. Whole strips of wallpaper are cut from the roll, then glued vertically onto the wall. How many whole strips of wallpaper can Martina cut from one roll of paper?

Question

Rolando Ibarra

Mathematics

10 June, 23:58

Martina is going to wallpaper her wall in her bedroom. The wall is 11 feet 4 inches wide and 8 feet 3 inches high. A roll of of wallpaper is 21 inches wide and 30 inches long. Whole strips of wallpaper are cut from the roll, then glued vertically onto the wall. How many whole strips of wallpaper can Martina cut from one roll of paper?

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Answers (1)

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Ellen Moyer · Answer 1

Convert all into inches: 1 ft = 12 inc

= 11ft = 132in. Add 4 in.

132+4 = 136 inches

8 ft = 96 in. Add 3 in.

96 + 3 = 99 inches

Area of the wall is l*w = 99 * 136 = 13,464 in^2

Area of one strip = 30*21 = 630 in^2

630 in = 1 strip

13464 in = X

630*X = 13464

X = 13464/630

X = 21.37

They need whole. So, Rounding it will give it 21 strips.