Option C:
Lateral area of the prism = 160 m²
Surface area of the prism = 288 m²
Solution:
Given data:
Length of the prism = 16 m
Width of the prism = 4 m
Height of the prism = 4 m
Lateral area of the prism = perimeter of the base × height
= 2(l + w) × h
= 2(16 + 4) × 4
= 2(20) × 4
= 160
Lateral area of the prism = 160 m²
Surface area of the prism = Lateral area + 2<em>lw</em>
= 160 + 2(16 × 4)
= 160 + 128
= 288
Surface area of the prism = 288 m²
Hence option C is the correct answer.
Lateral area of the prism = 160 m²
Surface area of the prism = 288 m²
18 = 2·3·3
So possibles prisms are:
2×3×3
1×2×9
1×6×3
1×1×18
Therefore Quentin can make 4 different rectangular prism with 18 unit cubes.
Then a dozen cases would be 78.26 dollars cause if u work it 60 divide by 8 and that times two you would get it.
Answer:
Sorry, i dont know
Step-by-step explanation:
I dont know the answer to this question.....
Answer:
1,600
Step-by-step explanation:
C=4.00
A=8.00
C+A=2,350
C=2,350-A
4C+8A=12,400
4(2,350-A)+8A=12,400
9,400-4A+8A=12,400
4A=12,400-9,400
4A=3,000
A=3,000/4
A=750 ADULTS ATTENDED.
C+750=2,350
C=2,350-750
C=1,600 CHILDREN ATTENDED.