11th Physics MCQs Preparation 2022 and Onwards (Unit: Measurements : Set-5 (50 MCQs)) for National MDCAT, ECAT, FPSC, PPSC, JOB Exam, Physics Lecturer, SSC, HSSC (F.Sc.), BS, MS Exams NTS, ETS ETc..
151. A precise measurement is one that has:
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152. Random error can be reduced by?
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153. The time of 30 vibrations of a simple pendulum is 54.6 s by a stopwatch whose least count is 0.1 s. the time period can be written as:
Time period = (54.6 ± 0.1)/ 30 = 1.82 ± 0.003
154. Resistance is calculated by the formula R = V/I is 6.2 ohms with 8% uncertainty. Then the result in ohms will be:
8% of 6.2 = 0.5
155. The number of significant figures in the measurement was recorded as 8.70 × 10⁴ ?
According to the rules of significant figures.
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Least count and absolute Uncertainty are the same things
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V = L³ = (0.027)³ = 3((0.027) = 0.081
According to the rules of significant figures.
156. Zero error belongs to the category of:
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157. A digit zero in a measurement? :
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158. Absolute uncertainty in a measurement depends upon?
Least count and absolute Uncertainty are the same things
159. Error in measurement may occur due to
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160. The error in measurement may occur due to?
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161. Total uncertainty, in the result obtained from the subtraction of two measurements, is equal to?
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162. The relative error in the measurement of the side of a cube is 0.027. The relative error in the measurement of its volume is
V = L³ = (0.027)³ = 3((0.027) = 0.081
163. The error occurs due to negligence and inexperience of a person is:
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The answer should be up to the Lowest Decimal places in the given numbers
Given: The answer should be up to the Lowest Decimal places in the given numbers
F🛆t = mv
Work and Energy are the same thing (Fd = 1/2 mv²)
Tension is a force while surface tension is force per unit length hence their dimensions are not the same. So, Both have different dimension formulas. While the other three options have the same dimension formula.
Both Angular velocity and frequency have the same dimensional Formula as [M°L° T⁻¹].
[M°L°T°] is used for dimensionless quantities. So, the correct option is option D. because strain, refractive index, and magnification are ratios of same quantity So having no dimension (no units)
Incorrect formula
Option A,B,C are quantities of the same dimensional formula.
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Work and Energy have the same dimension of [L M² T⁻²], while specific heat has [M° L² T⁻² K⁻¹].
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164. If length = 0.233 m and width = 0.178 m, the most accurate area expressed space of significant figures is:
The answer should be up to the Lowest Decimal places in the given numbers
165. The addition of three masses 1.6 g, 7.32 g, and 4.238 g, addressed upto proper decimal places is
Given: The answer should be up to the Lowest Decimal places in the given numbers
166.. Which of the following pairs has the same dimensions?
F🛆t = mv
167. The dimensions of Kinetic energy are same as that of :
Work and Energy are the same thing (Fd = 1/2 mv²)
168. Which of the following quantities do not have the same dimensions? is:
Tension is a force while surface tension is force per unit length hence their dimensions are not the same. So, Both have different dimension formulas. While the other three options have the same dimension formula.
169. Which of the two has same dimensions?
Both Angular velocity and frequency have the same dimensional Formula as [M°L° T⁻¹].
170. [M°L°T°] are dimension of
[M°L°T°] is used for dimensionless quantities. So, the correct option is option D. because strain, refractive index, and magnification are ratios of same quantity So having no dimension (no units)
171. Which equation is not dimensionally correct?
Incorrect formula
172. Which pair has the same dimension?
Option A,B,C are quantities of the same dimensional formula.
173. Which one is the dimensionally correct equation?
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174. Which of the following is dimensionally different?
Work and Energy have the same dimension of [L M² T⁻²], while specific heat has [M° L² T⁻² K⁻¹].
175. The Dimension [M°LM°] represents
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W = Fd
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--Torque T = r x F Dimension of length r = [L], Dimension of Force = [MLT⁻²], thus dimension of Torque = [L] x [ML¹T⁻²] = [ML²T⁻²]
-----P =F/A
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F=6πηrv
p = m / V
Strain is a ratio = ΔL/L and has no unit so dimensionless quantity.
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176. The dimension of work is
W = Fd
177. The equation of state of some gases can be expressed as Vander wal equation i.e.(P + a/v2)(V – b) = RT Where P is the pressure, V is the volume, T is the absolute temperature and a, b, R are constants. The dimensions of ‘a’ are: :
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178. The dimensions of torque are
--Torque T = r x F Dimension of length r = [L], Dimension of Force = [MLT⁻²], thus dimension of Torque = [L] x [ML¹T⁻²] = [ML²T⁻²]
179. M¹L⁻¹T⁻² is the dimension of?
-----P =F/A
180. The dimension of `\sqrt frac {l}{g}` is same as that of:
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181. The dimensions of frequency f are.
f =1/T
f =1/T
182. The dimension of the coefficient of viscosity is:
F=6πηrv
183. The dimension of density is
p = m / V
184. Which one is the dimension of strain?
Strain is a ratio = ΔL/L and has no unit so dimensionless quantity.
185. Dimensional analysis is helpful for?
Max Error = Least Count / 2
h = E/v
Angular Momentum and Plank's constant both have the dimension as [ML²T⁻¹]
-[ML²T⁻¹]/[ML²] = [T⁻¹] = frequency
The speed of light is constant and has a unit also
The magnitude of the Moment of inertia is variable
Max Error = Least Count / 2
186. The dimensional formula for Planck’s constant is
h = E/v
187. Angular momentum has the same dimensions as: :
Angular Momentum and Plank's constant both have the dimension as [ML²T⁻¹]
188. The ratio of the dimensions of Planck’s constant to that of the moment of inertia has a dimension of:
-[ML²T⁻¹]/[ML²] = [T⁻¹] = frequency
189. Which of the following is a dimensional constant?
The speed of light is constant and has a unit also
190. Which of the following is a dimensional variable?
The magnitude of the Moment of inertia is variable
191. Which of the following has the dimension of [ML²T⁻²]
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The dimension of g = [m][s⁻²] = [LT⁻²]
Angular Momentum and Plank's constant both have the dimension as [ML²T⁻¹]
Frequency is reciprocal of the time period ( f = 1/T)
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192. The dimensions of acceleration due to gravity
The dimension of g = [m][s⁻²] = [LT⁻²]
193. Planck constant has the same dimensions as that of:
Angular Momentum and Plank's constant both have the dimension as [ML²T⁻¹]
194. [M⁰L⁰T⁻¹] refers to
Frequency is reciprocal of the time period ( f = 1/T)
195. `\sqrt frac{F xL}{m}`has the same dimension as:
`\sqrt frac{F x L}{m}` = `\sqrt frac{MLT⁻² x L}{M}` = `\sqrt {L²T⁻²}` = L¹T⁻¹, which if the dimension of velocity
P =F/A
Refractive Index is a ratio, has no units and NO dimensions, and [M° L° T°] represents dimensionless quantities
---------Light year is the unit of distance
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L = R Δt (where L is inductance and R is resistance)
`\sqrt frac{F x L}{m}` = `\sqrt frac{MLT⁻² x L}{M}` = `\sqrt {L²T⁻²}` = L¹T⁻¹, which if the dimension of velocity
196. The dimensional formula [ML²T⁻³] is more closely associated with:
P =F/A
197. Dimension of refractive index is :
Refractive Index is a ratio, has no units and NO dimensions, and [M° L° T°] represents dimensionless quantities
198. The dimensional formula of lightyear is:
---------Light year is the unit of distance
199. The dimension of angular velocity is:
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200. Which dimensions will be the same as that of time?
L = R Δt (where L is inductance and R is resistance)
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Or