A body is moving toward x direction with the velocity V = (a-b-t)(c-d-t). where t is the time, a,b,c, and d are constants. At the time t = t. the coordinate X of the body is X.. What is the coordinate X of the body when the time is t:?
A body is moving toward x direction with the velocity V = (a-b-t)(c-d-t). where t is the time, a,b,c, and d are constants. At the time t = t. the coordinate X of the body is X.. What is the coordinate X of the body when the time is t:?
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ISBN:9781305952300
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Publisher:Raymond A. Serway, Chris Vuille
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Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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![A body is moving toward x direction with the velocity
V = (a-b-t)(c-d-t),
where t is the time,
a,b,c, and d are constants.
At the time t = t. the coordinate X of the body is X..
What is the coordinate X of the body when the time is t:?
x₂ = x₁ + ac(t₂-1)- (ad+bc) (t₂-t₁) ²/2 + bd(t₂-1)³
x₂ = x₁ + ac(t₂ + t₂₁) − (ad+bc) (1₂−1₂) ²/2 + bd (1₂ - 1₁) ³/3
X2=X₁ + ac(t₂-t₁ ) + (ad + bc)(t₂² - ₁²/2 + bd(t₂³-1₁³)/3
x₂ = x₁ + ac(t₂-t₁₂) - (ad+bc) (t₂-t₁)² + bd (1₂-₁) ³/3
X2=X₁ + ac(t₂-t₁ ) - (ad + bc)(t₂²-t₁²/2 + bd(t₂³-1₁³)/3
X2=X₁ - ac(t₂-t₁) - (ad + bc)(t₂²-t₁2/2 + bd(t₂³-1₁³)/3
x₂ = x₁ + ac (t₂ = t₁) −
X2 = x₁ + ac(t₂-t₁) - (ad +
x₂ = x₁ + ac (t₂ − t₁₂) -
x₂ = ac (t₂-1₁)
(ad+bc) (t₂ + t₂) ²/2 + bd(t₂-1) ³/3
bc)(t₂²-t₁²)/2 - bd(t₂³-1₁³)/3
(ad+bc) (t₂-t₁₂) ²/2 + bd (t₂ + 1₁) ³/3
(ad+bc) (1₂ - 1₁) ²/2 + bd (1₂-t₁) ³/3](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F20b58835-700b-4f8c-a9fe-638b3fb9ce72%2F291396e9-ef1f-45f9-8960-2339b8a93eea%2Feumtmra_processed.png&w=3840&q=75)
Transcribed Image Text:A body is moving toward x direction with the velocity
V = (a-b-t)(c-d-t),
where t is the time,
a,b,c, and d are constants.
At the time t = t. the coordinate X of the body is X..
What is the coordinate X of the body when the time is t:?
x₂ = x₁ + ac(t₂-1)- (ad+bc) (t₂-t₁) ²/2 + bd(t₂-1)³
x₂ = x₁ + ac(t₂ + t₂₁) − (ad+bc) (1₂−1₂) ²/2 + bd (1₂ - 1₁) ³/3
X2=X₁ + ac(t₂-t₁ ) + (ad + bc)(t₂² - ₁²/2 + bd(t₂³-1₁³)/3
x₂ = x₁ + ac(t₂-t₁₂) - (ad+bc) (t₂-t₁)² + bd (1₂-₁) ³/3
X2=X₁ + ac(t₂-t₁ ) - (ad + bc)(t₂²-t₁²/2 + bd(t₂³-1₁³)/3
X2=X₁ - ac(t₂-t₁) - (ad + bc)(t₂²-t₁2/2 + bd(t₂³-1₁³)/3
x₂ = x₁ + ac (t₂ = t₁) −
X2 = x₁ + ac(t₂-t₁) - (ad +
x₂ = x₁ + ac (t₂ − t₁₂) -
x₂ = ac (t₂-1₁)
(ad+bc) (t₂ + t₂) ²/2 + bd(t₂-1) ³/3
bc)(t₂²-t₁²)/2 - bd(t₂³-1₁³)/3
(ad+bc) (t₂-t₁₂) ²/2 + bd (t₂ + 1₁) ³/3
(ad+bc) (1₂ - 1₁) ²/2 + bd (1₂-t₁) ³/3
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