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Electric Charges Of 1muC, -1muC And 2muC Are Placed In Air At The Corners A, B And C Respectively Of An Equilateral Traiangle ABC Having Length Of Each Side 10cm. The Resultant Force On The Charge At

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Two Protons Are Distance Of 1*10 Power -10cm From Each Other. The Forces Acting On Them Are

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Two Point Charges +3muC And +8muC Repel Each Other With A Force Of 40N. If A Charge Of -5muC Is Added To Each Of Them, Then The Force Between Them Will Become

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A Point Charge Q Is Situated At A Distance R On Axis From One End Of A Thin Conducting Rod Of Length L Having A Charge Q Uniformly Distributed Along Its Length. The Magnitude Of Electric Force Between

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If 10 Power 10 Electrons Are Acquired By A Body Every Second, The Time Required For The Body To Get A Total Charge Of 1C Will Be

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One Metallic Sphere A Is Given Positive Charge Whereas Another Identical Metallic Sphere B Of Exactly Same Mass As Of A Is Given Equal Anount Of Negative Charge. Then

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Two Charged Spherical Conductors Of Radii R1 And R2 Are Connected By A Wire. Then The Ratio Of Surface Charge Densities Of The Spheres Is

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Two Identical Conducting Balls A And B Have Positive Charges Q1 And Q2 Respectively. But Q1 Is Not Equal To Q2. The Balls Are Brought Together So That They Touch Each Other And Then Kept In Their Orig

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The Sum Of All Possible Product Of The First N Natural Number Taken Two By Two Is

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Number Of Electrons In One Coulomb Of Charge Will Be

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The N^th Terms Of Series 1/1 + (1+2)/2 + (1+2+3)/3 +...........will Be

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A Charge Q Is Divided Into Two Parts Of Q And Q-q. If The Coulomb Repulsion Between Them When They Are Seperated Is To Be Maximum, The Ratio Of Q/q Should Be

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2+4+7+11+16+...to N Terms=

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Sum Of First N Terms In The Following Series Cot^-1 3+cot^-1 7 + Cot ^-1 13 + Cot^-1 21 + ...is Given By

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Two Small Spheres Of Mass M1 And M2 Are Suspended By Weightless Insulating Thread Of Lengths L1 And L2. The Spheres Carry Charges Q1 And Q2 Respectively. The Spheres Are Suspended Such That They Are

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The Sum Of The Series 1^2.2 + 2^2.3 + 3^2.4 + ......to N Terms Is

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The Sum Of N Terms Of The Series Whose N^th Term Is N(n+1) Is Equal To

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5 Years Ago

The Value Of Electric Permittivity Of Free Space Is

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Sum Of The N Terms Of The Series 3/1^2 + 5/ (1^2 +2^2) + 7/(1^2+2^2+3^2) +.....is

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5 Years Ago

Two Identical Charges Repel Each Other With A Force Equal To 10 Mg Wt When They Are 0.6m Apart In Air.(g=10ms Power -2). The Value Of Each Charge Is

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A Conductor Has Been Given A Charge -3*10 Power -7C By Transferring Electron. Mass Increase (in Kg) Of The Conductor And The Number Of Electrons Added To The Conductor Are Respectively

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1^3+2^3+3^3+4^3+5^3......+12^3 / 1^2 + 2^2+3^2+4^2+......+12^2 =

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The Sum Of (n-1) Terms Of 1+(1+3) + (1+3+5)+.....is .

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5 Years Ago

The Sum Of N Terms Of The Series 1+3x+6x^2+10x^3 +........infinite Will Be

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Consider A Neutral Condicting Sphere. A Positive Point Charge Is Placed Outside The Sphere. The Net Charge On The Sphere Is Then

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5 Years Ago

The Sum Of N Terms Of The Series 3/1^.2^2 + 5/2^2.3^2 + 7/ 3^2.4^ +.....is

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5 Years Ago

A Ring Of Radius R Carries A Charge Q Uniformly Distributed Over Its Length. A Charge Q Is Placed At Its Centre Will Experience A Force Equal To

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If |x| Less 1 , Then The Sum Of The Series 1+2x+3x^2+4x^3+..â€¦......infinite Will Be

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5 Years Ago

Four Point Charges -Q , -q, 2q And 2Q Are Placed, One At Each Corner Of The Square. The Relation Between Q And Q For Which The Potential At The Centre Of The Square Is Zero Is

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5 Years Ago

The Sum Of The Series 1.2.3.4+3.4.5+.....to N Terms Is

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Electric Charges Of 1muC, -1muC And 2muC Are Placed In Air At The Corners A, B And C Respectively Of An Equilateral Traiangle ABC Having Length Of Each Side 10cm. The Resultant Force On The Charge At

Two Protons Are Distance Of 1*10 Power -10cm From Each Other. The Forces Acting On Them Are

Two Point Charges +3muC And +8muC Repel Each Other With A Force Of 40N. If A Charge Of -5muC Is Added To Each Of Them, Then The Force Between Them Will Become

A Point Charge Q Is Situated At A Distance R On Axis From One End Of A Thin Conducting Rod Of Length L Having A Charge Q Uniformly Distributed Along Its Length. The Magnitude Of Electric Force Between

If 10 Power 10 Electrons Are Acquired By A Body Every Second, The Time Required For The Body To Get A Total Charge Of 1C Will Be

One Metallic Sphere A Is Given Positive Charge Whereas Another Identical Metallic Sphere B Of Exactly Same Mass As Of A Is Given Equal Anount Of Negative Charge. Then

Two Charged Spherical Conductors Of Radii R1 And R2 Are Connected By A Wire. Then The Ratio Of Surface Charge Densities Of The Spheres Is

Two Identical Conducting Balls A And B Have Positive Charges Q1 And Q2 Respectively. But Q1 Is Not Equal To Q2. The Balls Are Brought Together So That They Touch Each Other And Then Kept In Their Orig

The Sum Of All Possible Product Of The First N Natural Number Taken Two By Two Is

Number Of Electrons In One Coulomb Of Charge Will Be

The N^th Terms Of Series 1/1 + (1+2)/2 + (1+2+3)/3 +...........will Be

A Charge Q Is Divided Into Two Parts Of Q And Q-q. If The Coulomb Repulsion Between Them When They Are Seperated Is To Be Maximum, The Ratio Of Q/q Should Be

2+4+7+11+16+...to N Terms=

Sum Of First N Terms In The Following Series Cot^-1 3+cot^-1 7 + Cot ^-1 13 + Cot^-1 21 + ...is Given By

Two Small Spheres Of Mass M1 And M2 Are Suspended By Weightless Insulating Thread Of Lengths L1 And L2. The Spheres Carry Charges Q1 And Q2 Respectively. The Spheres Are Suspended Such That They Are

The Sum Of The Series 1^2.2 + 2^2.3 + 3^2.4 + ......to N Terms Is

The Sum Of N Terms Of The Series Whose N^th Term Is N(n+1) Is Equal To

The Value Of Electric Permittivity Of Free Space Is

Sum Of The N Terms Of The Series 3/1^2 + 5/ (1^2 +2^2) + 7/(1^2+2^2+3^2) +.....is

Two Identical Charges Repel Each Other With A Force Equal To 10 Mg Wt When They Are 0.6m Apart In Air.(g=10ms Power -2). The Value Of Each Charge Is

A Conductor Has Been Given A Charge -3*10 Power -7C By Transferring Electron. Mass Increase (in Kg) Of The Conductor And The Number Of Electrons Added To The Conductor Are Respectively

1^3+2^3+3^3+4^3+5^3......+12^3 / 1^2 + 2^2+3^2+4^2+......+12^2 =

The Sum Of (n-1) Terms Of 1+(1+3) + (1+3+5)+.....is .

The Sum Of N Terms Of The Series 1+3x+6x^2+10x^3 +........infinite Will Be

Consider A Neutral Condicting Sphere. A Positive Point Charge Is Placed Outside The Sphere. The Net Charge On The Sphere Is Then

The Sum Of N Terms Of The Series 3/1^.2^2 + 5/2^2.3^2 + 7/ 3^2.4^ +.....is

A Ring Of Radius R Carries A Charge Q Uniformly Distributed Over Its Length. A Charge Q Is Placed At Its Centre Will Experience A Force Equal To

If |x| Less 1 , Then The Sum Of The Series 1+2x+3x^2+4x^3+..â€¦......infinite Will Be

Four Point Charges -Q , -q, 2q And 2Q Are Placed, One At Each Corner Of The Square. The Relation Between Q And Q For Which The Potential At The Centre Of The Square Is Zero Is

The Sum Of The Series 1.2.3.4+3.4.5+.....to N Terms Is

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