1.4 Units in equations Given that the following equation calculates position in meters (x) as a function of time in seconds (t): use dimensional analysis to determine the units of the coefficient "u". 1 1 Xp = Xi + vịt +,at? + 2.3/it3+ 2 3.4.54it + 3.7321 w t3/2 2 3 4 Units of "u" are

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Q: Chapter 1- questn-9 If the dimensions of a physical quantity is ML what is it's SI units?

A: Given physical quantity is, ML/T2

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A: SI unit of time is seconds.  Relation between one year and seconds. 1 year=3.16×107 s

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A: Detailed solution of given question is given in below steps.

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A: Using dimension analysis,   Dimension of L.H.S = Dimension of R.H.S

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A: The answer is very simple.

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A: (a) Sum of the measured values 756+37.2+0.83+2=800 (b) The product 0.0032×356.3=1.1

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Q: Which one of the following quantities has the dimensions of ML^2 /T^2 Select one: O a. mrv O b. mv O…

A: Required dimensions = ML2/T2a) dimensions of mrv = M * L * (L/T) = M L2/T

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A: Correct answer is given below.

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Q: Problem 16. Consider the physical quantities m, s, v, a, and t with dimensions [m] = M, [s] = L, [v]…

A: Given data:  The dimensions of m, s, v, a and [m] = M, [s] = L,  [v] = LT-1, [a] = LT-2 and [t]  = T…

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A: Option (b) agree with the value of the first student. i e  3.81 cm ±0.01 cm

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A: Solve the given set of mathematical operations.