1. M, L, and T are units of mass, length, and time. respectively. The symbols used in the equations are: [F] = Force = [M][L]/[T²} [x] = Distance = [L] [v] = velocity = [L]/[T] [a] = acceleration = [L}/[T²] Are the following equations dimensionally correct? Explain why for each case. (a) (b) (c) (d) v = at + = (2x/a)¹/2 v³ = 2ax² F = mvx
1. M, L, and T are units of mass, length, and time. respectively. The symbols used in the equations are: [F] = Force = [M][L]/[T²} [x] = Distance = [L] [v] = velocity = [L]/[T] [a] = acceleration = [L}/[T²] Are the following equations dimensionally correct? Explain why for each case. (a) (b) (c) (d) v = at + = (2x/a)¹/2 v³ = 2ax² F = mvx
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![1. M, L, and T are units of mass, length, and time. respectively. The symbols
used in the equations are:
[F] = Force = [M][L]/[T²}
[x] = Distance = [L]
[v] = velocity = [L]/[T]
[a] = acceleration = [L}/[T²]
Are the following equations dimensionally correct? Explain why for each
case.
(a)
(b)
(c)
(d)
v = at
+ = (2x/a)¹/2
v³ = 2ax²
F = mvx](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9019e6de-aeac-44f2-b3de-2e9ccb012f8d%2F6a7cc66c-9041-4cfa-9ca0-2851a628059e%2F7hbleph_processed.png&w=3840&q=75)
Transcribed Image Text:1. M, L, and T are units of mass, length, and time. respectively. The symbols
used in the equations are:
[F] = Force = [M][L]/[T²}
[x] = Distance = [L]
[v] = velocity = [L]/[T]
[a] = acceleration = [L}/[T²]
Are the following equations dimensionally correct? Explain why for each
case.
(a)
(b)
(c)
(d)
v = at
+ = (2x/a)¹/2
v³ = 2ax²
F = mvx
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