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Lim [sin8x/tan4x]x->0 |
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Answer» 2 Step-by-step explanation: lim. sin8x/tan4x x->0 dividing numerator and denominator by 8x so lim x->0 8xsin8x/8xtan4x we know sinx/x lim x->0 is 1 sio sin8x/8x=1 8x/tan4x lim->0 using l hôpital rule differentiation of 8x->8 differentiation of tan4x->sec^2 4X. 4 thus the answer will be 8/sec^2 4x.4 substitution of x=0 8/4=2 thanks |
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