20cm NOT TO SCALE 10 cm [1] E 9cm dem The diagrams show two mathematically similar containers. The larger container has a base with diameter 9 cm and a height 20 cm. The smaller container has a base with diameter d cm and a height 10 cm. (a) Find the value of d. d = 10 20 d = 10 x 9 20 d = 2 d = 4.5 (b) The larger container has a capacity of 1600 ml. Calculate the capacity of the smaller container. VSF = LSF 3 Vs = 1600 1600 8 3 = 37 4.5 Answer(a) d= 1x1600 8 Vs = 200 Answer(b) 200 ml [2]
20cm NOT TO SCALE 10 cm [1] E 9cm dem The diagrams show two mathematically similar containers. The larger container has a base with diameter 9 cm and a height 20 cm. The smaller container has a base with diameter d cm and a height 10 cm. (a) Find the value of d. d = 10 20 d = 10 x 9 20 d = 2 d = 4.5 (b) The larger container has a capacity of 1600 ml. Calculate the capacity of the smaller container. VSF = LSF 3 Vs = 1600 1600 8 3 = 37 4.5 Answer(a) d= 1x1600 8 Vs = 200 Answer(b) 200 ml [2]
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter85: Hexadecimal Numeration System
Section: Chapter Questions
Problem 5A
Related questions
Question
Is the solution correct? Why?
![20cm
NOT TO
SCALE
10 cm
[1]
E
9cm
dem
The diagrams show two mathematically similar containers.
The larger container has a base with diameter 9 cm and a height 20 cm.
The smaller container has a base with diameter d cm and a height 10 cm.
(a) Find the value of d.
d
=
10
20
d = 10 x 9
20
d =
2
d = 4.5
(b) The larger container has a capacity of 1600 ml.
Calculate the capacity of the smaller container.
VSF = LSF 3
Vs
=
1600
1600
8
3
= 37
4.5
Answer(a) d=
1x1600
8
Vs = 200
Answer(b)
200
ml [2]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe68930b7-6552-46b3-ab6f-1ff15a13eb9f%2F063d8298-c78d-4800-ac1e-bb0bdd7a137c%2F2err4qg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:20cm
NOT TO
SCALE
10 cm
[1]
E
9cm
dem
The diagrams show two mathematically similar containers.
The larger container has a base with diameter 9 cm and a height 20 cm.
The smaller container has a base with diameter d cm and a height 10 cm.
(a) Find the value of d.
d
=
10
20
d = 10 x 9
20
d =
2
d = 4.5
(b) The larger container has a capacity of 1600 ml.
Calculate the capacity of the smaller container.
VSF = LSF 3
Vs
=
1600
1600
8
3
= 37
4.5
Answer(a) d=
1x1600
8
Vs = 200
Answer(b)
200
ml [2]
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