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#🔡 English ಮಾಸ್ಟರ್ 👨💼
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![🔡 English ಮಾಸ್ಟರ್ 👨💼 - Limit Properties] Limit Propertles: 1. (constant; f(x) 4) lim 4 = 4 'ಕ ೊ 01,C 2. (linear function) lim 1 = C 17৫ (addition subtraction ) limlf(x) + g(x)] = lim f(x) + lim 9(x) 3 4ೆC 1( *C (constant multiple, k ) lim[k * f(x)] = k lim f(x) 4 0,0' C lim[f(x) g(x)] = lim f(x) 5. (multiplication) lim g(x) 40 01C م [@] f(x) lin1 given that lim g(x) + 0 6. (division) im _0 lim g(1) 0 C Ilim f(x)] limlf(x)I" (exponential, 7) 7 چ 7৫ A71/T " (f(x))" Ilim f()] 8. (radicalsiroots) lim 0 1,C Example 1: Find lim 12 using the limit properties ೆ೪ using the limit properties Example २: Find lim v३t [+2 Limit Properties] Limit Propertles: 1. (constant; f(x) 4) lim 4 = 4 'ಕ ೊ 01,C 2. (linear function) lim 1 = C 17৫ (addition subtraction ) limlf(x) + g(x)] = lim f(x) + lim 9(x) 3 4ೆC 1( *C (constant multiple, k ) lim[k * f(x)] = k lim f(x) 4 0,0' C lim[f(x) g(x)] = lim f(x) 5. (multiplication) lim g(x) 40 01C م [@] f(x) lin1 given that lim g(x) + 0 6. (division) im _0 lim g(1) 0 C Ilim f(x)] limlf(x)I" (exponential, 7) 7 چ 7৫ A71/T " (f(x))" Ilim f()] 8. (radicalsiroots) lim 0 1,C Example 1: Find lim 12 using the limit properties ೆ೪ using the limit properties Example २: Find lim v३t [+2 - ShareChat](https://cdn4.sharechat.com/bd5223f_s1w/compressed_gm_40_img_390017_b3becc1_1775099385613_sc.jpg?tenant=sc&referrer=pwa-sharechat-service&f=613_sc.jpg "🔡 English ಮಾಸ್ಟರ್ 👨💼 - Limit Properties] Limit Propertles: 1. (constant; f(x) 4) lim 4 = 4 'ಕ ೊ 01,C 2. (linear function) lim 1 = C 17৫ (addition subtraction ) limlf(x) + g(x)] = lim f(x) + lim 9(x) 3 4ೆC 1( *C (constant multiple, k ) lim[k * f(x)] = k lim f(x) 4 0,0' C lim[f(x) g(x)] = lim f(x) 5. (multiplication) lim g(x) 40 01C م [@] f(x) lin1 given that lim g(x) + 0 6. (division) im _0 lim g(1) 0 C Ilim f(x)] limlf(x)I\" (exponential, 7) 7 چ 7৫ A71/T \" (f(x))\" Ilim f()] 8. (radicalsiroots) lim 0 1,C Example 1: Find lim 12 using the limit properties ೆ೪ using the limit properties Example २: Find lim v३t [+2 Limit Properties] Limit Propertles: 1. (constant; f(x) 4) lim 4 = 4 'ಕ ೊ 01,C 2. (linear function) lim 1 = C 17৫ (addition subtraction ) limlf(x) + g(x)] = lim f(x) + lim 9(x) 3 4ೆC 1( *C (constant multiple, k ) lim[k * f(x)] = k lim f(x) 4 0,0' C lim[f(x) g(x)] = lim f(x) 5. (multiplication) lim g(x) 40 01C م [@] f(x) lin1 given that lim g(x) + 0 6. (division) im _0 lim g(1) 0 C Ilim f(x)] limlf(x)I\" (exponential, 7) 7 چ 7৫ A71/T \" (f(x))\" Ilim f()] 8. (radicalsiroots) lim 0 1,C Example 1: Find lim 12 using the limit properties ೆ೪ using the limit properties Example २: Find lim v३t [+2 - ShareChat")