As per analysis for previous years, it has been observed that students preparing for NEET find Physics out of all the sections to be complex to handle and the majority of them are not able to comprehend the reason behind it. This problem arises especially because these aspirants appearing for the examination are more inclined to have a keen interest in Biology due to their medical background.
Furthermore, sections such as Physics are dominantly based on theories, laws, numerical in comparison to a section of Biology which is more of fact-based, life sciences, and includes substantial explanations. By using the table given below, you easily and directly access to the topics and respective links of MCQs. Moreover, to make learning smooth and efficient, all the questions come with their supportive solutions to make utilization of time even more productive. Students will be covered for all their studies as the topics are available from basics to even the most advanced. .
Q1. Pressure gradient has the same dimension as that of
Solution
(d) Velocity gradient =v/x=([LT-1])/([L])=[T-1]
Potential gradient =V/x=[ML2 T-3 A-1 ]/[L] =[MLT-3 A-1 ]
Energy gradient =E/x=([ML2 T2])/([L])=[MLT-2]
And pressure gradient =P/x=([ML-1 T-2])/([L])=[ML-2 T-2]
(d) Velocity gradient =v/x=([LT-1])/([L])=[T-1]
Potential gradient =V/x=[ML2 T-3 A-1 ]/[L] =[MLT-3 A-1 ]
Energy gradient =E/x=([ML2 T2])/([L])=[MLT-2]
And pressure gradient =P/x=([ML-1 T-2])/([L])=[ML-2 T-2]
Q2.The damping force on an oscillator is directly proportional to the velocity. The units of the constant of proportionality are
Solution
(c) F∝v⇒F=kv k=F/v⇒[k]=([kgms-2])/([ms-1])=kg s-1
(c) F∝v⇒F=kv k=F/v⇒[k]=([kgms-2])/([ms-1])=kg s-1
Q3. Dimensional formula of capacitance (or farad) is
Solution
(a) [C]= (Q/V)=((Q2/W ))=[((A2 T2)/(ML2 T-2 ) )]=[M-1 L-2 T4 A2]
(a) [C]= (Q/V)=((Q2/W ))=[((A2 T2)/(ML2 T-2 ) )]=[M-1 L-2 T4 A2]
Q4. Joule-second is the unit of
Solution
(d) Ï„=dL/dt ⇒dL= Ï„ ×dt=r×F×dt
i.e., the unit of angular momentum is joule-second
(d) Ï„=dL/dt ⇒dL= Ï„ ×dt=r×F×dt
i.e., the unit of angular momentum is joule-second
Q5.If L=2.331 cm,B=2.1 cm,then L+B is equal to
Solution
(b) In mathematical operation, involving addition the result would be correct up to minimum number of decimal places in any of the quantity involve.
Given, L=2.3331 cm and B=2.10 cm. Taking correct up to decimal places and since, can be rounded off less than 5, the preceding digit is unaffiliated.
∴L=2.33 cm,B=2.10 cm
L+B=2.33+2.10=4.43 cm
(b) In mathematical operation, involving addition the result would be correct up to minimum number of decimal places in any of the quantity involve.
Given, L=2.3331 cm and B=2.10 cm. Taking correct up to decimal places and since, can be rounded off less than 5, the preceding digit is unaffiliated.
∴L=2.33 cm,B=2.10 cm
L+B=2.33+2.10=4.43 cm
Q6. If the radius of the sphere is (5.3±0.1)cm. Then percentage error in its volume will be
Solution
(c) Volume of sphere (V)=4/3 Ï€r3 % error in volume =3×∆r/r×100=(3×0.1/5.3)×100
(c) Volume of sphere (V)=4/3 Ï€r3 % error in volume =3×∆r/r×100=(3×0.1/5.3)×100
Q7.The dimension of magnetic field in M, L, T and C (coulomb) is given as
Solution
(b) [B]=([F])/([I][L])=([MLT-2])/([CT-1 ][L])=[MT-1 C-1]
(b) [B]=([F])/([I][L])=([MLT-2])/([CT-1 ][L])=[MT-1 C-1]
Q8.In a system of units if force (F), acceleration (A), and time (T) are taken as fundamental units then the dimensional formula of energy is
Solution
(b) E=KFa Ab Tc
[ML2 T-2 ]=[MLT-2 ]a [LT-2 ]b [T]c
[ML2 T-2 ]=[Ma L(a+b) T-2a-2b+c]
∴a=1,a+b=2 ⇒b=1 And -2a-2b+c=-2⇒c=2
∴E=KFAT2
(b) E=KFa Ab Tc
[ML2 T-2 ]=[MLT-2 ]a [LT-2 ]b [T]c
[ML2 T-2 ]=[Ma L(a+b) T-2a-2b+c]
∴a=1,a+b=2 ⇒b=1 And -2a-2b+c=-2⇒c=2
∴E=KFAT2
Q9.In the equation Snth the =u+a/2 (2n-1), the letters have their usual meanings. The dimensional formula of Snth is
Solution
(c) Snth represents the distance covered in nth sec.
(c) Snth represents the distance covered in nth sec.
Q10. Which of the following system of units is not based on units of mass, length and time alone
Solution
(a) Because in S.I. system there are seven fundamental quantities
(a) Because in S.I. system there are seven fundamental quantities