1-1 7. An equation related by A =B/VC, with the dimensions of A = [M L'T 1 and [M'L T]. Find the dimension of C. B =

Q: Explain. Why it is correct to write 1 min/60s=1, but it is not correct to write 1/60=1

A:

Q: 11.3. Exercises and Problems 1. A uniform silver sphere and a uniform gold sphere have the same…

A: The density of an object is given by : d=mV Where m is the mass and V is the volume of the object…

Q: Assume the equation x = At3 + Bt describes the motion of a particular object, with x having the…

A: x having dimension of length L t having dimension of time T By using dimensional analysis of given…

Q: 11. A glass plate is of length 3.5 cm and width 1.5 cm. What will be the maximum possible error in…

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Q: Find the change in area of a rectangle if the error in length L is 3% and error in width W is -1% 2%…

A: percentage error in area of rectangle, ∆AA*100=∆LL*100+∆WW*100

Q: Suppose that two quantities, A and B, have different dimensions. Determine which of the following…

A: .

Q: The consumption of natural gas by a company satisfies the empirical equation V = 1.5t + 0.008 ?…

A: Given Data: The empirical equation is: V=1.5t+0.008t2

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

Q: H.W Q1. Check the correctness of the following relation by using method of dimensions .where v and u…

A:

Q: Which of the following equations are dimensionally cor- rect? (a) v,= v, + ax (b) y = (2 m) cos…

A: The equation is dimensionally correct only if the dimensions on both the sides of the equation are…

Q: Show whether or not the following equation is dimensionally correct. Note that [s] = L, [v] = L/T,…

A: For an equation to be dimensionally correct, its dimensions must be equal at both LHS and RHS. The…

Q: 1.1 A cube and a sphere have equal volumes. What is the diameter of the sphere in terms of the side-…

A: Note: According to Bartleby's guideline first question is to be answered. Please, repost your…

Q: Estimate the number of jelly beans in the jar of Fig. 1–18. FIGURE 1–18 Problem 45. Estimate the…

A: Assume that the jellybeans are packed very close to each other and that there is very little empty…

Q: Show whether or not the following equation is dimensionally correct. Note that [s] = L, [v] = L/T,…

A: Given data: s=Lv=L/Ta=L/T2t=T v2=2as-3(vs)/t+7a2t

Q: subtract

A: Given: There are two quantities with different dimensions lets say, Q and Q'

Q: The measured dimension of a rectangular block are 2.267+/- 0.002 in., 3.376 +/- 0.002 in., ans 0.207…

A:

Q: Question No. 1 A physical quantity is measured and its value is found to be equal to nu, where n is…

A:

Q: 5. If the radius of the cylinder in question 2 is 2.4 ± 0.2 cm and its mass is 32.6 ± 0.5 gm, what…

A: The density of the cylinder is, ρ=mV=mπr2h=32.6 g3.142.4 cm25.5 cm=0.328 g/cm3 The uncertainty in…

Q: Problem 2: A rectangular box is h= 14 inches in height, w = 26.5 cm wide, and L = 1.9 yards long.…

A:

Q: 6. Using dimensional analysis, evaluate the following and report in the unit required. Be sure to…

A: The given expression: 8 mg-3.11×10-6 kg +4598 μg   According to the question we need to find the…

Q: The volume of liquid flowing per second is called the volume flow rate Q and has the dimensions of…

A:

Q: Which of the following equations are dimensionally correct?(a) v f=vi +ax(b) y=(2m)cos(kx), where…

A: To determine: Which of the following equations are dimensionally correct?(a) v f=vi +ax(b)…

Q: We would like to find a relationship between the physical quantities s, t, u and v using theorem.…

A: Given Data: The given equation is  satbucvd i.e.  MLT2aT/LbM2T2cL2d   and  2a+?b+2c = 0

Q: 11. A traditional unit of length in Japan is the ken, where 1 ken =1.97 m. What are the ratios of:…

A: Given :    1 ken = 1.97 m    Height, h = 5.50 kens = 10.835 m    Radius, r = 3 kens = 5.91 m…

Q: Treat a cell in a human as a sphere of radius 1.0 μm.(a) Determine the volume of a cell. (b)…

A: Let r be the radius of the cell, and consider the body to be a cylinder of radius a=6 inches and…

Q: Consider the physical quantities m, s, v, a, and t with dimensions [m] = M, [s] = L, [v] = LT–1, [a]…

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

Q: In some problem, you are asked to calculate the mass of an object, and you get the following result:…

A:

Q: Find the dimensions of the quantity in the equation, h An 2n/ 2m(Uo - En) : O L O L·T O L·M/T2 O M O…

A: ∧n = h2π2m(Uo-En)where h is the planck's constant Uo and En are the energies m is the mass

Q: Estimate the number of atoms in 1 cm3 of a solid. (Note that the diameter of an atom is about 10210…

A: Given: Total volume, V = 1 cm3 diameter of one atom = 10-10 m

Q: The primary dimensions of the constants (a, b) given in the equation F(y) = V (by – ab) are equal…

A: The unit of a quantity in terms of dimension is defined as MxLyTz Here x,y and z depend on the unit…

Q: A lecture period (50.0 min) is close to 1.00 microcentury. (a) How long is a microcentury? (b) Usin…

A: (a)we know that,minutes in 1 century=52.6×106 minutesminutes in 1 micro century= 52.6 minutes

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

A: Given  Dimensions of physical quantities   [m] = M  [s] =L  [v]= LT-1  [a] = LT-2  [ t] = T  Also…

Q: 200 ft-lb/hr to m-kg/s A rectangular building lot has a width of 75.0 ft and a length of 125 ft.…

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Q: In the equation y = y0 + vt + 1/2at^2 y and y0 are distances, v is a velocity, a is an acceleration,…

A: y = y0 + vt + 1/2at2

Q: A certain physical quantity, R, is calculated using the formula: R = 3a(b – C) where a is a mass and…

A: Given, A quantity R is represented by formula,  R = 3a(b -c) where, a is a mass and b and c are…

Q: Consider the equation v= The dimensions of the variables v, x, and t are [L]/[T], [L], and [T],…

A: GivenV=13Zxt2Dimension of V=LTx=Lt=T3 is dimensionless

Q: Which of the following equations are dimensionally correct?(a) νf = νi + ax (b) y = (2 m) cos (kx),…

A: (a) Consider equation provide in part (a). The left-hand side of the expression is: The dimension…

Q: • Which of the following equations are dimensionally correct? (a) Vf=v₁ + ax (b) y = (2 m) cos(kx),…

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Q: A rectangle airstrip measures 32.10 m by 280 m, with the width measured more accurately than the…

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Q: Harvard Bridge, which connects MIT with its fraternities across the Charles River, has a length of…

A: From the figure, it can be seen that 212 S is equivalent to 258 W and 212-32 = 180 S is equivalent…

Q: Consider the physical quantities f, g, h, i and j with dimensions: [S] = M² [g] = [h] = MLT-2 [i] =…

A: Given: f=M2g=ML-3h=MLT-2i=L-3j=L2T2 Now, to find a dimensionless quantity, we need to find:…

Q: Question 3 We can model a human as a cylinder with a height of 1 m and a radius of 10 cm. Which is…

A: Given data- We can model a human as a cylinder with Height h=1 m and radius r=10 cm=0.10 m The…

Q: 2. The dimensions of length (L) are expressed into G*ch?, where G,c and h are the universal…

A: Given :- L is expressed as GxCyhz G ,c,h are universal gravitation constant (G) speed of light is c…

Q: Hold a pencil in front of your eye at a position where its blunt end just blocks out the Moon (Fig.…

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Q: Which of the following equations are dimensionally consistent? (a) v = at, (b) v = 12at2, (c) t =…

A: a V=at     For dimensional stability , both side should have same dimensions .   LT-1=LT-2T…

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…

Q: The area of a circle is given by ar? where r is the radius. This can be written as area = (tr) × r.…

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Q: If the relationship between y and xis given by y= 30 x5 are the slope and y- intercept of the log y…

A: y = 30x5Taking log on both sides, we get : log (y) = log (30x5)log(y) = log(30) + log(x5)log(y) =…

Estimate of calculation