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#Swaraj
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Maths Tricks
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![#Maths - 7.32 9B/8 64% Illl Properties of Limits na T(1) and Iimn $(1) bolh cxISL Ihcm IIIi lim K() (+) (+)) Iil 1() Sum Kuile IiIl &(+)) (() 2* Dillerೊlr( Kulo Ii 1) 8(+) IIIIl' IIIIl 0(+)*8(+)) 1() limn g() ]1111 } Prudluct Kuile liIIl' lim (k*g(1)) = k lim g (1) Constant Multiple Rule T(1) lim T(1) provided lim g(r) Quotient Rule limn -0 8(+) (') IIII) ())" (lim' T(ಥ))" for " ` Power Rule Iin positive integer Vf(r) Vlim f(r) for " =2 Rooi Kule lim posilive inleger provided IiI 1) V)are real numbers AIಯ lil lim 01 lim(o l 1 IIII ! +!==) Ii _ IiII " ಂ೦ Ii ೊy2) limalim ylim 2 ్ Ii 7 O(n > 0 lim lim [1111 }1 | ICf(r)J = C lim lf()l I Jm 0 {(r)]" liin [ [ ()]" = 4) = e Ii Iim ( 71 a Iim 11111 IIIT 0 a 7.32 9B/8 64% Illl Properties of Limits na T(1) and Iimn $(1) bolh cxISL Ihcm IIIi lim K() (+) (+)) Iil 1() Sum Kuile IiIl &(+)) (() 2* Dillerೊlr( Kulo Ii 1) 8(+) IIIIl' IIIIl 0(+)*8(+)) 1() limn g() ]1111 } Prudluct Kuile liIIl' lim (k*g(1)) = k lim g (1) Constant Multiple Rule T(1) lim T(1) provided lim g(r) Quotient Rule limn -0 8(+) (') IIII) ())" (lim' T(ಥ))" for " ` Power Rule Iin positive integer Vf(r) Vlim f(r) for " =2 Rooi Kule lim posilive inleger provided IiI 1) V)are real numbers AIಯ lil lim 01 lim(o l 1 IIII ! +!==) Ii _ IiII " ಂ೦ Ii ೊy2) limalim ylim 2 ్ Ii 7 O(n > 0 lim lim [1111 }1 | ICf(r)J = C lim lf()l I Jm 0 {(r)]" liin [ [ ()]" = 4) = e Ii Iim ( 71 a Iim 11111 IIIT 0 a - ShareChat](https://cdn4.sharechat.com/bd5223f_s1w/compressed_gm_40_img_795664_118b80cc_1776443789650_sc.jpg?tenant=sc&referrer=pwa-sharechat-service&f=650_sc.jpg "#Maths - 7.32 9B/8 64% Illl Properties of Limits na T(1) and Iimn $(1) bolh cxISL Ihcm IIIi lim K() (+) (+)) Iil 1() Sum Kuile IiIl &(+)) (() 2* Dillerೊlr( Kulo Ii 1) 8(+) IIIIl' IIIIl 0(+)*8(+)) 1() limn g() ]1111 } Prudluct Kuile liIIl' lim (k*g(1)) = k lim g (1) Constant Multiple Rule T(1) lim T(1) provided lim g(r) Quotient Rule limn -0 8(+) (') IIII) ())\" (lim' T(ಥ))\" for \" ` Power Rule Iin positive integer Vf(r) Vlim f(r) for \" =2 Rooi Kule lim posilive inleger provided IiI 1) V)are real numbers AIಯ lil lim 01 lim(o l 1 IIII ! +!==) Ii _ IiII \" ಂ೦ Ii ೊy2) limalim ylim 2 ్ Ii 7 O(n > 0 lim lim [1111 }1 | ICf(r)J = C lim lf()l I Jm 0 {(r)]\" liin [ [ ()]\" = 4) = e Ii Iim ( 71 a Iim 11111 IIIT 0 a 7.32 9B/8 64% Illl Properties of Limits na T(1) and Iimn $(1) bolh cxISL Ihcm IIIi lim K() (+) (+)) Iil 1() Sum Kuile IiIl &(+)) (() 2* Dillerೊlr( Kulo Ii 1) 8(+) IIIIl' IIIIl 0(+)*8(+)) 1() limn g() ]1111 } Prudluct Kuile liIIl' lim (k*g(1)) = k lim g (1) Constant Multiple Rule T(1) lim T(1) provided lim g(r) Quotient Rule limn -0 8(+) (') IIII) ())\" (lim' T(ಥ))\" for \" ` Power Rule Iin positive integer Vf(r) Vlim f(r) for \" =2 Rooi Kule lim posilive inleger provided IiI 1) V)are real numbers AIಯ lil lim 01 lim(o l 1 IIII ! +!==) Ii _ IiII \" ಂ೦ Ii ೊy2) limalim ylim 2 ్ Ii 7 O(n > 0 lim lim [1111 }1 | ICf(r)J = C lim lf()l I Jm 0 {(r)]\" liin [ [ ()]\" = 4) = e Ii Iim ( 71 a Iim 11111 IIIT 0 a - ShareChat")