Problem 6. Blocks: k₁, Mm₁Mm₂ m₂ FAPPL Assume no friction and Zero I.C.'s. Using the energy method, determine the equations of motion for the system.

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Chapter1: Units, Trigonometry. And Vectors
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Problem 6. Blocks:
Problem 7. Egg Beater
Assume no friction and Zero I.C.'s. Using the energy method, determine the equations of
motion for the system.
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Assume Zero I.C.'s. How fast do the blades (J₂) spin in the viscous batter? Find w₂(t) = d
using J₁ = 2kg m², J₂ = 4 kg m², N₁ = 40, N₂ = 10, b = 6, TAPPL = 10 N. m.
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Transcribed Image Text:xf2 # 3 E D F3 Problem 6. Blocks: Problem 7. Egg Beater Assume no friction and Zero I.C.'s. Using the energy method, determine the equations of motion for the system. $ 4 R F F4 Assume Zero I.C.'s. How fast do the blades (J₂) spin in the viscous batter? Find w₂(t) = d using J₁ = 2kg m², J₂ = 4 kg m², N₁ = 40, N₂ = 10, b = 6, TAPPL = 10 N. m. Q Search DII % 5 T G ☀ m₁m₂ A N₁ Teetl 6 E F6 www.m TAPPL 0₁ Y H FAPPL N₂ Teeth 0₂ * F7 & 7 U PrtScn 8 Home 9 K End F10 PgUp F11 P
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As you have posted 2 questions and as per the guideline we can solve the first question for you at a time. So, for the remaining second question to be solved please re-post the question.

Given data-

Spring constants of the 2 given springs are k1 and k2

Mass of the blocks are m1 and m2

Applied force is FAPPL

Coordinates are x1 and x2.

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