Algebra 2 PAP

posted by .

Solve for r: V=(1/3)pie r squared h

  • Algebra 2 PAP -

    V=(1/3)pi r^2 h
    multiply by 3
    3V = pi r^2 h
    divide by pi(h)
    3V/(pi h) = r^2
    take √ of both sides
    h = ±√[(3V/(pi h)]

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. algabra

    A cylinder has a radius of 5 in. If the volume of the cylinder is 250 pie inches cubed, What is the height of the cylinder?
  2. Algebra

    i need to use the quadratic formula 2 solve these 4 questions: 1. x(squared)-6x+4=0 2. t(squared)+4t-2=0 3. 3x(squared)+10X+5=0 4. 2x=7-x(squared) I just can't seem 2 get the right answer!
  3. math

    How do i find the area of a triangle? For example: A squared + b squared= c squared 8.5 squared + 6.4 squared= c squared 72.25 + 40.96= c squared 113.21=c squared 10.6400188=c even tho i thought this was the answer it is not because
  4. algebra

    solve for variable h s equals 2 pie rh +2 pie r squared
  5. algebra 2

    I am so stuck on this factoring thing. how do you solve: 1)15a(squared)b-10ab(squared) 2)x(squared)-8x-8 3) 6p(squared)-17p-45 4)2r(cubed)+250 5)x(to the 6th power)-64 6)x(squared)-xy+2x-2y 7)x(to 4th power)-1
  6. Math

    Which of the following formulas could be used to calculate the combined area,x of threw identical circles?
  7. Math

    how do you find the surface area of a sphere if the circonference measures 20 pie ft?
  8. Calculus grade 12

    solve for (<_ = less than or equal to / pie = pie sign / -pie = negative pie) 3 sin²x = cos²x ; 0 <_ x < 2pie cos²x - sin²x = sinx ; -pie < x <_ pie
  9. Math (College Level Mathematics)

    Fourier cosine series correspondence for f(x)= x, o < x < pie given by x ~ pie / 2 - 4/n, E infinity on top and n=1 on bottom. cos (an-1)/x / (2n-1)squared, (0 < x < Pie). Explain why this correspondence is actually an …
  10. Math

    Find the shortcut. Solve these problems. Then find and explain a shortcut method for finding the answer. 52(Squared) - 42 (squared) = 82 (Squared) - 72 (Squared) = 122 (Squared) - 112 (Squared) = 312 (Squared) - 302 (Squared) = 892 …

More Similar Questions