What is the approximate volume of a tree trunk if the trunk is 13 feet tall with a circumference of 4.5 feet?A. 17.16 ft3
B. 21.17 ft3
C. 33.09 ft3
D. 27.14 ft3

Answers

Answer 1
Answer:

The volume of the cylindrical trunk is calculated as approximately: B. 21.17 ft³.

What is the Volume of a Cylinder?

Volume = πr²h

The dimensions of the cylindrical trunk are:

  • Height = 13 feet
  • Circumference = 4.5 feet

Find radius (r) using the circumference of a circle formula:

4.5 = 2(π)r

4.5/2π = r

r = 0.7 feet

Volume of the cylindrical trunk = π(0.7²)(13) = 20.01 ft³ (close to 21.17 ft³)

The approximate volume of the cylindrical trunk is: B. 21.17 ft³.

Learn more about the volume of a cylinder on:

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Answer 2
Answer: circumference = 2pi * r = 4.5
r = 4.5 / 2pi = 0.7162

Volume of a cylinder = pi * r^2 * h
= pi * (0.7162)^2 * 13
=20.95

which is approximately close to 21.17ft^3

Answer: 21.17ft^3

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A. Subtract 8 from both sides
B. Add 8 to both sides
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Answers

B. Add 8 to both sides

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Answers

a_{n+1}b_{n+1} / a_{n}b_{n} =( a_{n+1} /  a_{n}) * (  b_{n+1} /  b_{n} ) = ( r1 ) * ( r2) =>
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Answers

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Round 590,340 to the nearest ten thousand?

Answers

590340 rounded to the nearest ten thousand would give 590000
590 340   to the nearest ten thousand.

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Simplify (3(3n-10) - 2n + 5). The solution for (n) is: a) 2n - 25 b) 5n - 35 c) 7n - 25 d) 7n - 25

Answers

Answer:

7n - 25

Step-by-step explanation:

given

3(3n - 10) - 2n + 5 ← distribute the parenthesis by 3

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Identify the absolute extrema of the function and the x-values where they occur. f(x)=6x+(24/x^sqr)+3, x>0

Answers

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