Given thatlimx→0ax−1x=logaandlimx→0tanxx=1 Evaluatelimx→02x−1x View Solution Evaluate:limx→0(ex−e−x2) View Solution Exams IIT JEE NEET UP Board Bihar Board CBSE Free Textbook Solutions KC Sinha Solutions for Maths ...
(2))tanx : =lim_(x→+∞)(x-π/2)/(cosx)=ln1/(cos^2x)=-1 (5) lim raresinr; r) 解原式 =1; (6)lim(cotr); T 0 limn lim 解 原式 =e =e^(ln1/2m(lnx)/(ln2))=e^(-x/2x^2)=e^((x^2)/5)=e^(-1m/2)=e^(\frac(1+m , (7) lim_(x→1)x^...
Evaluate lim(x rarr 0) (e^(bx) - e^(ax))/x 02:00 What is the value of lim(x rarr pi/2) cos x ? 00:42 Evaluate lim(x rarr 0) (tan x)/x 01:47 Evaluate lim(x rarr 0) (3^x - 2^x)/(tan x) Text Solution Evaluate lim(x rarr 0) (log (1 + x/5))/x 01:...
lim me rarr you的意思是“极限是我，目标是你”。这句话中的“lim”是“极限”的缩写，在数学中常常用来描述一个函数趋近于某一点的行为；“me”指的是“我”；“rarr”是“rightarrow”的缩写，表示“趋向于&...
9.利用等价无穷小的性质求下列极限arctan3.r lim_(x→1)(arctan3x)/(5x) tanr-sin.r(1)lim r)(2) lim_(x→0)(tanx-sinx)/(sin^3x)r0In(1+2.rarcsinr)(3)lim(4)lim rarcsinr tan2r lim_(x→1)(e^(x+1)-1^2-1)/((x^2-1)^2) (6)lim1+x2)(√1+sinr-1) ...
回答者用数学极限的概念表达爱的真谛，当自变量趋于无穷大时，得到的函数值就是你。这意喻你是我的全部世界，无论我在哪个方面都离不开你。进一步解读，可以将“me”视为不同的角度或层面，比如“my eyes”（我的眼睛），“my heart”（我的心灵），“my life”（我的生命）。那么，当“my eyes...
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Evaluatelimx→05x−1x View Solution Given thatlimx→0ax−1x=logaandlimx→0tanxx=1 Evaluatelimx→02x−1x View Solution ਹੇਠ ਲਿਖੀ ਸੀਮਾਵਾਂ ਦਾ ਮੁੱਲ ਪ੍ਰਾਪਤ ਕਰੋ:-limx→0ax+bcx+1 ...
Step 1: Rewrite the limit expressionWe start by rewriting the expression inside the limit: x3+1x2+1−(ax+b) To combine these two terms, we will find a common denominator, which is x2+1: x3+1−(ax+b)(x2+1)x2+1 Step 2: Expand the numeratorNow we expand the numerator: ...