VAI Equations (VA)₂ – (UB)₂ (UB)₁- (VA)₁ |(UBy)₁ - (UBy)₂ e= Two pool balls collide as shown. Determine if the equations below are valid to be used along the line of impact (x-axis) or along the plane of contact (y-axis) or neither. (21y)2 — (PByz (UBy)₁- (VAy)₁ у (VAZ)₂-(UBz)₂ (VBz)₁ - (UAZ)₁ VB1 ✓m₁(VA)₁ +MB(VB)₁ = m₁(VA)₂ + MÂ(VB)₂ ✔MA(VAz)₁ +MB(VB1)1 = MA(VAz)2+MB(VB1)2 ✓(VA)₁- (VA)₂ ✓(VAy)₁- (VAY)₂ ✓(UBz)₁ - (UBz)2 20 X
VAI Equations (VA)₂ – (UB)₂ (UB)₁- (VA)₁ |(UBy)₁ - (UBy)₂ e= Two pool balls collide as shown. Determine if the equations below are valid to be used along the line of impact (x-axis) or along the plane of contact (y-axis) or neither. (21y)2 — (PByz (UBy)₁- (VAy)₁ у (VAZ)₂-(UBz)₂ (VBz)₁ - (UAZ)₁ VB1 ✓m₁(VA)₁ +MB(VB)₁ = m₁(VA)₂ + MÂ(VB)₂ ✔MA(VAz)₁ +MB(VB1)1 = MA(VAz)2+MB(VB1)2 ✓(VA)₁- (VA)₂ ✓(VAy)₁- (VAY)₂ ✓(UBz)₁ - (UBz)2 20 X
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Topic Video
Question
![VAI
e =
(VBy)₁ = (VBy)₂
e=
Two pool balls collide as shown. Determine if the equations below are valid to be used along the line of
impact (x-axis) or along the plane of contact (y-axis) or neither.
Equations
(VA)2 – (UB)₂
(VB)₁- (VA)₁
e =
("Ay)2 − (UBy)2
(UBy) − (PAy)1
y
(VAZ) 2 - (VBZ) 2
(UBI)₁- (UAZ)1
VB1
|MÂ(VA)₁ +MB(VB)₁ = M₁(VA)₂ +MB(VB)₂
]MA(VAz)₁ +MB(VBr)₁ = MA(VAz)₂ +mB(VBr)2
(VA)₁ = (v₁)₂
| (VAY)₁ = (VAY)₂
(VBz)1 = (UBz)2
20
X](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa1eb9583-341c-441a-92df-71697ebf844e%2F087a958c-a287-4b42-8d7f-1e4643a6479f%2Fr90vnyc2_processed.png&w=3840&q=75)
Transcribed Image Text:VAI
e =
(VBy)₁ = (VBy)₂
e=
Two pool balls collide as shown. Determine if the equations below are valid to be used along the line of
impact (x-axis) or along the plane of contact (y-axis) or neither.
Equations
(VA)2 – (UB)₂
(VB)₁- (VA)₁
e =
("Ay)2 − (UBy)2
(UBy) − (PAy)1
y
(VAZ) 2 - (VBZ) 2
(UBI)₁- (UAZ)1
VB1
|MÂ(VA)₁ +MB(VB)₁ = M₁(VA)₂ +MB(VB)₂
]MA(VAz)₁ +MB(VBr)₁ = MA(VAz)₂ +mB(VBr)2
(VA)₁ = (v₁)₂
| (VAY)₁ = (VAY)₂
(VBz)1 = (UBz)2
20
X
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