Water is poured into a conical paper cup at the rate of 3 cubic centimeters (cm) per second (s). The paper cup measures 8 cm tall and the top has a radius of 4 cm. a.) Use similar triangles to express the radius r in terms of the height h. Be sure to solve your equation for r. ANSWER: b.) Determine how fast the water level is rising at the instant the water is 4 cm deep.(The volume of a cone is V = Tr²h.) Be sure to round your answer to 3 Decimal Places. %3D ANSWER: dt dh m/s O Lesson_1_implicit.pptx CRJU101rubric 6_.doc A amurray10th (1).pdf D20-11-18 Refer..docx O lesson_1_implicit.docx
Water is poured into a conical paper cup at the rate of 3 cubic centimeters (cm) per second (s). The paper cup measures 8 cm tall and the top has a radius of 4 cm. a.) Use similar triangles to express the radius r in terms of the height h. Be sure to solve your equation for r. ANSWER: b.) Determine how fast the water level is rising at the instant the water is 4 cm deep.(The volume of a cone is V = Tr²h.) Be sure to round your answer to 3 Decimal Places. %3D ANSWER: dt dh m/s O Lesson_1_implicit.pptx CRJU101rubric 6_.doc A amurray10th (1).pdf D20-11-18 Refer..docx O lesson_1_implicit.docx
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Water is poured into a conical paper cup at the rate of 3 cubic centimeters
(cm) per second (s). The paper cup measures 8 cm tall and the top has a
radius of 4 cm.
a.) Use similar triangles to express the radius r in terms of the height h.
Be sure to solve your equation for r.
ANSWER:
b.) Determine how fast the water level is rising at the instant the water is 4
cm deep.(The volume of a cone is V = Tr²h.) Be sure to round your
answer to 3 Decimal Places.
ANSWER:
dt
dh
m/s
O Lesson_1_implicit.pptx
CRJU101rubric 6_.doc
2 amurray10th (1).pdf
D20-11-18 Refer..docx
O lesson_1_implicit.docx
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