InterviewSolution
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| 11151. |
If the velocity of the particle is given byv= a + bt?The dimensions of a & bare given as |
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Answer» let us assumevrepresents velocity and t represents time in given expression then we may find dimensions ofa & bas following L.H.S=v =[L][T^(-1)] R.H.S=at+bt^2 [at]=[bt^2](since only quantity of same dimensions are additive.) [bt^2]=[bT^2] since LHS should be equal to RHS so [bT^2]=[LT^(-1)] b=LT^(-3) sodimension of b will be [LT^(-3)] |
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| 11152. |
racti1. Calculate the equivalent resistancebetween points (a) B and E (b) A and F[(a) 2 Ω (b) 8 Ω]A 3Ω ΒΙΩ.F 32 E32 DFig. 8.29 |
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| 11153. |
Explain elastic behaviour of solids. |
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Answer» 1 2 3 |
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| 11154. |
If a trait A exists in 10%species and a trait B exists in 60% of the same population, which trais likely to have arisen earlier?of a population of an asexually reproducinir nromnte survival? |
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Answer» Thanks |
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| 11155. |
If the velocity of the particle is given byv=2+b?tThe dimensions of a & bare given as |
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Answer» let us assumevrepresents velocity and t represents time in given expression then we may find dimensions ofa & bas following L.H.S=v =[L][T^(-1)] R.H.S=at+bt^2 [at]=[bt^2](since only quantity of same dimensions are additive.) [bt^2]=[bT^2] since LHS should be equal to RHS so [bT^2]=[LT^(-1)] b=LT^(-3) sodimension of b will be [LT^(-3)] |
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| 11156. |
332A piece of marble is projected from earth's surfacewith velocity of 25 m/s. Two second later, it justclears a wall of height 5 m. The angle of projection is(2) 30°(4) 900(3) 60° |
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| 11157. |
When 5V potential difference is applied across a wire of length0.1 m, the drift speed of electrons is 2.5x104ms1 If theelectron density in the wire is 8x1028m 3, the resistivity of thematerial is close toJEE (Main) 2015) |
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Answer» Given that the drift speed of the electrons is Vd = 2.5×10^−4 m/s, charge of the electron is e= 1.6×10^−19 C, electron density is n = 8.0×10^28 per m3. So, the current in the wire is,I = neAVdI = (8.0×10^28)×(1.6×10^−19)×A×(2.5×10^−4)I = A{32×105} amp Resistance of the wire is, R=VI=5/(32×10^5×A) Ω So the resistivity is,ρ = (A/l)*R= A/0.1×(5/32×10^5×A) = 5×10^−4/32⇒ρ=1.56×10^−5 Ω m answer is 1.6*10^-5 |
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| 11158. |
1. A metallic resistor is connected across a battery. If thenumber of collisions of the free electrons with the latticeis somehow decreased in the resistor (for example, bycooling it), the current will(a) increase(c) remain constant(b) decrease(d) become zero. |
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| 11159. |
If 1A of current flows across a conductor for 16 seconds then the number of electrons followingacross the cross section of conductor is |
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Answer» I = q/t q = It = 1 × 16 = 16 C |
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| 11160. |
22. What is the value of r in the following networkif 1 A current flows through the circuit?(Ans. 4.5 Ω)1A3 VFie. 4.65 |
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Answer» 4.5 ohm is the correct answer. |
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| 11161. |
The current flows in semi-conductors through(a) electrons(b) protons(c) holes(d) holes and electrons.2. |
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Answer» Anwer: d) holes and electronsExplanation:Semiconductor Current. The current which will flow in an intrinsic semiconductor consists of both electron and hole current. That is, the electrons which have been freed from their lattice positions into the conduction band can move through the material. |
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| 11162. |
Explain why, natural gas is considered to be a good fuel |
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Answer» Natural gashas no color or odor. ...Natural gasis often praised as a clean energy alternative. It burns more cleanly than other fossilfuels, emitting lower levels of harmful emissions such as carbon monoxide, carbon dioxide and nitrous oxides. It produces less greenhousegasesthan other fossilfuelsdo. |
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| 11163. |
264Xam idea Science-IX: Term-17. What is a soundboard? Explain the working of a soundboard with the help ofagt (0) writlabelled diagram. |
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| 11164. |
EXERCISE 1(c)Short Answer Type Questions (SLAB-I)1. Find the prime factorisation of the followingnumbers :(1) 96(ii) 408 (iu) 2025.2. Express 16380 as prime factors.3. Express the following numbers as product of theirprimes:(1) 49896 (i) 874944 |
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Answer» prime factories is 408 is correct answer 2×2×2×2×2×3 is the prime fact of 96 2×2×2×2××2×3 is the prime factor of 96 bhai second wala 2×2×2×3×17 is the prime fact of 408 prime factories is 408 is the correct answer 96/1=48/2=24/2=12/2=6/2=3, 408/2=204/2=102/2=51/3=17 |
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| 11165. |
You are given two circuits as shown in figureswhich consist of NAND gate. Identify the logicoperation carried out by the two circuits. |
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| 11166. |
Write the truth table for a NAND gateconnected as given in the figure. Hence, identifythe exact logic operation carried out by thiscircuit.NCERT |
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| 11167. |
Give the Boolean equation for the given logic diagram. |
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| 11168. |
9 Give Boolean expression and truth table of NAND gate. |
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| 11169. |
23)what is the volume occupied it lkg of air at 5 kgf/cm2at 300 is expanded to atmospheric pressure at 2002 |
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Answer» Density = mass/volume Volume = mass/density Volume = 1/1.3 Volume = 0.77 m^3 |
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| 11170. |
Is work a scalar or a vector quantity ? |
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| 11171. |
(v) Identify the vector quantity from the following:speed, work, power, velocity. |
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Answer» Velocity is the vector quantity it is the direction aware |
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| 11172. |
The volume of a 500 g sealed packet is 350 cm3. Will the packetfloat or sink in water if the density of water is 1 g cm-3? Whatwill be the mass of the water displaced by this packet?22. |
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| 11173. |
2. The volume of a 500 g sealed packet is 350 cm3. Will the packetfloat or sink in water if the density of water is 1 g cm-3?Whatwill be the mass of the water displaced by this packet? |
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| 11174. |
19. In what direction does the buoyant force on an object immersed20. Why does a block of plastic released under water come up to21. The volume of 50 g of a substance is 20 cm3. If the density of22. The volume of a 500 g sealed packet is 350 cm3. Will the packetin a liquid act?the surface of water?water is 1 g cm3, will the substance float or sink?float or sink in water if the density of water is 1 g cm3? Whatwill be the mass of the water displaced by this packet? |
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Answer» 19. If an object is immersed in a liquid then the buoyant force due to liquid acts on the object in verticallyupwarddirection. 19. If an object is immersed in a liquid then the buoyant force due to liquid acts on the object in verticallyupwarddirection. |
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| 11175. |
Hindtheworkdonebyforce2i-3j+k when F)ts point of application moves from the point4(1,2,-3) to the point B(2, 0,-5). (Ans. 6 units)Area F |
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| 11176. |
The volume of a 500 g sealed packet is 350 cm3. Will the packetfloat or sink in water if the density of water is 1 g cmwill be the mass of the water displaced by this packet?22. |
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| 11177. |
15. A body of mass 500 g, initially at rest, is actedupon by a force which causes it to move adistance of 4 m in 2 s. Calculate the forceapplied.Ans. IN |
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Answer» A body of mass 500g or 0.5 kg , initially at rest is acted upon by force which causes it to move a distance 4m in 2sec. here, initial velocity , u = 0time taken , t = 2 sec distance covered , s = 4m use formula , S = ut + 1/2 at² 4 = 0 + 1/2 × a × 2² 4 = 2a => a = 2 m/s² we know, from Newton's 2nd law of motion, F = ma here, m = 0.5kg and a = 2m/s² so, F = 0.5 × 2 = 1N hence, force applied 1N a= 2F= 1N is the correct answer of the given question |
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| 11178. |
luso childean are cut opporiteiuod ene stikes she endod uiah a stoneoavain cir sund aluminium toteadh amends 믹 an aluminumSucondehild |
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| 11179. |
Fehd the tme cohen tod us eut res |
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Answer» body will be at rest, when the Velocity of the body is 0. |
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| 11180. |
.7.If AxB] = A B. then what is the angle betweenA and B ? |
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Answer» like my answer if correct the angle is 45 degree s the angle is 45 degrees a*b=a*babhineta =abcostetatanteta=1teta=45please like my answer |
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| 11181. |
Suppose you are in a dark room. Can you see objects in the room? Canyou see objects outside the room. Explain. |
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Answer» It is not possible to see in a dark room because of absence of light. We know that we are able to see something when light falls on it. If there is light outside the room, then the objects outside the room can be seen. |
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| 11182. |
DIAGRAM 'TF RF R2 R3-R4-FIND THE ERU 1 VALANT CRS)ORTME CIR CUIT25Ra |
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Answer» R2 R3 in serioes = 4+4= 8ohmnow R4 and 8 ohm in parallel= 8*4/8+4= 32/12= 8/3now 4+4+8/3= 12+12+8/3= 32/3 is resusltant resistance |
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| 11183. |
Example 9.5 The average depth of IndianOcean is about 3000 m. Calculate thefractional compression, DV/V. of water atthe bottom of the ocean, given that the bulkmodulus of water is 2.2 Ă 109 Nm". (Takeg=10 ms") |
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Answer» P = P₀ + ρgh Where P₀ is the atmospheric pressure , g is acceleration due to gravity, h is the height from the Earth surface and ρ is density of water Here, P₀ = 10⁵ N/m² , g = 10m/s² , h = 3000m and ρ = 10³ Kg/m³ Now, P = 10⁵ + 10³ × 10 × 3000 = 3.01 × 10⁷ N/m² Again, we have to use formula, B = P/{-∆V/V} Here, B is bulk modulus and { -∆V/V} is the fractional compression So, -∆V/V = P/B Put , P = 3.01 × 10⁷ N/m² and B= 2.2 × 10⁹ N/m²∴ fractional compression = 3.01 × 10⁷/2.2 × 10⁹ = 1.368 × 10⁻² your answer is right but to long bt thanks............ |
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| 11184. |
34. A piece of copper having a rectangular cross section of 15.2mm x 19.1 mm is pulled in tensionwith 44,500 N forces, producing only elastic deformation. Calculate the resulting strain.Given: Young's modulus of copper 120x10 Nm-2 |
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| 11185. |
3)2.53 10 J llA brass rod has length 0.2m area of cross section1.0cm^2 and Young's modulus 10^11 Nm^-2. If it iscompressed by 5kg-wt along its length then thechange in its energy will be |
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| 11186. |
Example 12 A steel wire of uniform cross-section of1 mm2 is heated to 70° C and stretched by tying its two endsrigidly. Calculate the change in the tension of the wire whenthe temperature falls from 70°C to 3Cofficient of linearexpansion of steel is 1.1x 10 °C and the Young'smodulus is 2.0x 1011 Nm-250 c-1 |
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Answer» thanks |
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| 11187. |
20 A saturn year is 29.5 time the earth. How for is the saturn from the sun, if the earth is1 50 x 10 km away from the sun? |
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| 11188. |
(17) Find the escape velocity of a body from the earth.(M(earth)- 6 10 kg, R(earth) 6.4 x 10° m,G-6.67 x 10- Nm/kg'](2 mark |
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Answer» Like if you find it useful |
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| 11189. |
State the order of Magnitude of gravitational constant G-6.67 x 10^-11 Nm^2/kg^2 |
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Answer» Order of G = 10^-11 |
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| 11190. |
. The weight of a person on the earth is 80 kg. Whatwill be his weight on the moon ? Mass of the moon-7.34 x 10^22 kg, radius -1.75 x 10^6 m and gravita-tional constant 6.67 x 10^-11 Nm^2 kg^-2 |
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Answer» Mass of the person = 80 kgit is same on the Earth as well as on the Moon. weight (force ) of the person on Earth = 80 kg wt = 80 kg * ge = 784 Newtons weight of the person on the Moon = 80 kg * gm = 130.4 Newtons |
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| 11191. |
If the hyperbolax2 y2= I,throughClthe point b2 passes throughthe point of intersection of the lines7x +13 y-87-0 and 5x-8y+70 and thelength of its latus rectum isvalue of a and b.322 Find the |
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| 11192. |
In which year did IT Act came into force in India? |
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Answer» 2000 2000 2000 |
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| 11193. |
Satun year is 29.5 times the carth year: How far is the Saturn from the sun ifthe carth is1.50 x 10 km away from the sun?0144x10 km 2)1.43x10 km 3)14.3x 10 km 4)1.43x 10m. A |
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| 11194. |
(12) Find the value of G from the following data:24M 6 x 10 kg, R 6400 km, g 9.774 m/s(Ans : 6.672 x 10 11 Nm kg |
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| 11195. |
A body is allowed to slide from the top along asmooth inclined plane of length 5m at an angleof inclination 30° If g- 10ms2, time taken bythe body to reach the bottom of the plane is |
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| 11196. |
A block of mass 'm' is placed on inclined plane as shown in figurefixed mNow block is released from rest, calculate normal reactionbetween block and inclined planeSmooth |
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| 11197. |
A body sliding on a smooth inclined plane requires 4seconds to reach the bottom starting from rest at the top.How much time does it take to cover one-fourth distancestarting from rest at the top(a) 1 s(c) 4 s(b) 2 s(d) 16 s |
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| 11198. |
A circular disc of radiusabout on its circumference. The periodof oscillation will be:(a) 1.09 sec(b) 3.45 sec(c) 4.06 sec(d) 5.07 sec |
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Answer» the moment of the inertia of the disc about an axis passing throw it's center of gravity and perpendicular to it's plane will be given by 1/2MK²= 1/2*M*(0.2)²k²= 0.02distance of center of oscillation from the point of suspension is = L= PO= k^2/L+L = 0.3mperiod of oscillation = T = 2π√L/g= 2*3.14*√0.3/9.8=1.098 second |
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| 11199. |
13.Auniform circular disc ofradius a is taken. Acircular portionof radius b has been removed from its as shown in the figure.If the centre of hole is at a distance c from the centre of thedisc, the distance x, of the centre of mass of the remainingpart from the initial centre of mass O is given by::O02x-axisX2 C2cb(a) (a2-c2)ca(o) (a2-b(d) (eb) |
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Answer» plz explain |
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| 11200. |
25. A Circular disc A of radius r is made from an iron plate ofthickness t and another circular disc B of radius 4r is made from aniron plate thickness t/4. The relation between the moments ofinertia la and IB is1. = In <le d. of these |
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