Solve center of mass of 3d pyramid

Reference no: EM13124259

Center of Mass of 3D Pyramid

Need three different algebraic solutions of the center of mass of a square-based pyramid. Finding the center of mass of a square-based 3D pyramid is usually done in calculus, but our professor wants us to work it out in algebra. One hint he gave us (for one way of approaching this problem) is to split the pyramid into small blocks; this is a way of solving a calculus-problem with algebraic methods.

Reference no: EM13124259

Questions Cloud

Solve convex sets and linear transformations : Convex Sets and Linear Transformations, Prove that the following sets are convex, where E stands for the sum symbol:

Music fur elise : explain any feelings or images that the music fur elise evoked. About 250 words

Requirement of auditing standards : The general group of the 10 PCAOB Auditing standards requires that:

What is the poh of the solution : calculate the number of moles of KOH in 5.5mL of a .36 M KOH solution. what is the pOH of the solution?

Solve center of mass of 3d pyramid : Center of Mass of 3D Pyramid, Finding the center of mass of a square-based 3D pyramid is usually done in calculus, but our professor wants us to work it out in algebra.

Source of nonauthoritative guidance : Which of the following does the FASB consider a source of nonauthoritative guidance for use then there is no authoritative guidance available?

How to prepare the bank reconciliation : On July 31, 2010, Fenton Company had a cash balance per books of $6,140. The statement from Jackson State Bank on that date showed a balance of $7,695.80. A comparison of the bank statement with the cash account revealed the following facts.

Records of goods inventories : Rossiter Company failed to record a credit sale at the end of the year, although the reduction in finished goods inventories was correctly recorded when the goods were shipped to the customer. Which one of the following statements is correct?

Explain why an abelianization fo g is unique : Explain why an Abelianization fo G is unique up to isomorphism. Construct an Abelianization of G as follows: Let G' be the subgroup fo G generated by all commutators [x,y] = xyz^-1 y^-1, where x, y are real members of G.

User Account

All Pages