The volume of a cone of material deposited by an excavator backhoe given it's radius can be found with the formula V = 3 %3D 1 Tr²h for r in terms of h. 3 a. Solve V %3D b. Find r if V = 26.1 cubic feet, and the height of the cone is twice its radius. %3D feet (Use T 3.14 and round to two decimal places) %3D Question Help: D Post to forum Submit Question

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter2: Linear Equations
Section2.1: Writing Equations
Problem 13CYU
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The volume of a cone of material deposited by an excavator backhoe given it's radius can be found
1
with the formula V
3
1
a. Solve V = - Trh for r in terms of h.
3
b. Find r if V = 26.1 cubic feet, and the height of the cone is twice its radius.
r =
feet
(Use T = 3.14 and round to two decimal places)
Question Help: DPost to forum
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Transcribed Image Text:The volume of a cone of material deposited by an excavator backhoe given it's radius can be found 1 with the formula V 3 1 a. Solve V = - Trh for r in terms of h. 3 b. Find r if V = 26.1 cubic feet, and the height of the cone is twice its radius. r = feet (Use T = 3.14 and round to two decimal places) Question Help: DPost to forum Submit Question esc Search or type L @ 2 4 5 6 Q W E # M
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