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CUETউচ্চতর গণিত প্রথম পত্রঅন্তরীকরণলিমিট হিসেবে অন্তরজ (Topic Practice)CUET - ⚡ অনলাইন প্রশ্নব্যাংক দেখুন 💥
Explanation:
Related Questions (Any University/Year)
- lim_(x->oo) (3x-2)/(9x+7) =?
- lim_(x->0)(sinx°)/x =কত?
- lim_(x->0)(1 + sinx)/(cosx) =?
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- \lim_{{x \to \pi}} \frac{\sin x}{x - \pi} \) সমান কত?
- lim_( x -> 0) (1 - cos(1 - cos x))/(x ^ 4) এর মান নির্ণয় কর।
- মান নির্ণয় কর-Lim_(x->pi/2)(sinx)^tanx
- lim_(xto0) (sinx^2)/x=?
- lim_(x->-1) (sqrt(x^2+8)-3)/(x+1)=?
- lim_(xto1)(x-1)/(sqrtx-1)=?
- lim_(x→0)(1-cosx)/x^2 =?
- lim _(x -> 0) (e ^ (2x) - (1 + x) ^ 7)/(ln(1 + x)) এর মান কত?
- lim_(x->0) (sqrt(5x+4) -2)/x =?
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- \( \lim_{x \to 0} \left( \frac{|x|}{x} \right) = ? \)
- lim_(xto0) (bSinx-8x)/(3x)=0 হলে, b এর মান নির্ণয় কর।
- Lim_(x->0)sinx/(tan^-1(3x)=?
- Which of the following statement is /are correct ? (i) The number L is the limit of f(x) as xrarra if, given any in>0 , there exists a value of x for which |f(x)-L|<in (ii) The number L is the limit of f(x) as xrarra , if for every number , in>0 there exists a corresponding number delta>0 such that for all x, if 0<|x - a|< delta then |f(x)-L|<in. (iii) The number L is the limit of f(x) as xrarra , if f(x) gets closer to L as x approaches a. (iv) The number L is the limit of f(x) as xrarra , if the values of f(x) can be made as close as we like to L by making x sufficiently close to a ( but not equal to a) .
- lim_(xrarr0) (ln(1+x))/x এর মান কত ?
- lim_(x->0) (tan^-1 2x)/(3x) এর মান কত?