A conical tank has height 3 m and radius 2 m at the base. Water flows in at a rate of 2 m³/min. 3 How fast is the water level rising when the level is 1 m and when the level is 1.9 m? (Use decimal notation. Give your answers to four decimal places.)

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Your answer is wrong plz give me exact soloution plz
←
Step2
b)
Volume of
Do
2.
dv
for dh
dt
dh
dt
dt
hel
3
cone =
in = 1.9
5:01 pm
з пери
= F ($^) ³ h
27 hidhet
dv/dt
271
V. = 27/1²
X
(217) (1) ²
Use simillar Tringle
12-13
[r=²4]
m
min
= 1/2
2
) (1.9) ²
(23) C
(
?
dv_2m²³
at
= 0.9549 m
= 0.2645 m
min
@84%
min
√x
min
Do
8
Transcribed Image Text:← Step2 b) Volume of Do 2. dv for dh dt dh dt dt hel 3 cone = in = 1.9 5:01 pm з пери = F ($^) ³ h 27 hidhet dv/dt 271 V. = 27/1² X (217) (1) ² Use simillar Tringle 12-13 [r=²4] m min = 1/2 2 ) (1.9) ² (23) C ( ? dv_2m²³ at = 0.9549 m = 0.2645 m min @84% min √x min Do 8
A conical tank has height 3 m and radius 2 m at the base. Water flows in at a rate of 2 m³/min.
2
How fast is the water level rising when the level is 1 m and when the level is 1.9 m?
(Use decimal notation. Give your answers to four decimal places.)
dh
dt
0.9549
Incorrect
m/min
5.02 PM
Transcribed Image Text:A conical tank has height 3 m and radius 2 m at the base. Water flows in at a rate of 2 m³/min. 2 How fast is the water level rising when the level is 1 m and when the level is 1.9 m? (Use decimal notation. Give your answers to four decimal places.) dh dt 0.9549 Incorrect m/min 5.02 PM
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