A gift shop uses two sizes of boxes for presents. These boxes have exactly the same shape. The smaller box is 24 cm long, and th
e larger box is 28 cm long. If 936 cm^2 of wrapping paper is needed to cover the small box how much wrapping paper is needed to cover the largest box?
1 answer:
Answer:
1,092 cm²
Step-by-step explanation:
Smaller box:
Length = 24 cm
Wrapping paper = 936 cm²
Bigger box:
Length= 28 cm
Wrapping paper = x cm²
Box : wrapping paper = 24 cm : 936 cm²
Box : wrapping paper = 28 cm : x cm²
Equate both ratios to find x
24 : 936 = 28 : x
24/936 = 28/x
Cross product
24 * x = 936 * 28
24x = 26,208
x = 26,208 / 24
x = 1,092 cm²
Bigger box:
Length= 28 cm
Wrapping paper = 1,092 cm²
You might be interested in
Answer:
I'm pretty sure it is 2ab×(a+3b)
Answer:
f(n)=2n+4
Is the answer
Answer:
0.45 repeating (0.4545454545...)
Step-by-step explanation:
L + F + G = 51
F = 3L...F = 3(G + 4)....F = 3G + 12
L = G + 4
(G + 4) + (3G + 12) + G = 51
5G + 16 = 51
5G = 51 - 16
5G = 35
G = 35/5
G = 7 <=== Greg sold 7
L = G + 4...L = 7 + 4....L = 11 <== Lin sold 11
F = 3G + 12.....F = 3(7) + 21....F = 21 + 12....F = 33 <== Fran sold 33