Answer :
Answer: 1.47 sheets
Step-by-step explanation:
Duane's mum purchased a new pair of sneakers for him on his birthday.
Length of shoe box= 10 inches
Width of shoe box= 13 inches
Height of shoe box= 5 inches
Volume of the shoe box= length×width×height
= 10 × 13 × 5
= 650 inches
The wrapping paper measures 26 inches by 27 inches
= 26 × 17
= 442 inches
The sheets of wrapping paper that Duane's mum need to buy will be:
Volume of shoe box divided by measurements for wrapping paper.
= 650 / 442
= 1.47 sheets
Answer:
Step-by-step explanation:
Given:
Dimension of the shoe box to be wrapped:
Length, l = 10 inches
Width, b = 13 inches
Height, h = 5 inches
Surface area of a rectangular box = 2(l×b + b×h + l×h)
= 2(10×13 + 13×5 + 5×10)
= 2 × 245
= 490 in^2
Wrapping sheet:
Dimensions:
Length, ls = 26 inches
Width, bs = 17 inches
Area of wrapping paper = length × width
= 26 × 17
= 442 in^2
Total area of the shoe box = number or wrapping sheets × area
Number of wrapping sheets = 490/442
= 1.109 sheets
Number of wrapping sheets = 1.109 sheets (you can't round down because the sgeet won't be enough, 1.5 sheets would be enough to wrap the box)