लिखित उत्तर
Verified by Experts
The correct Answer is:
KC SINHA-फलन की सीमा -EXERCISE 24.2
- निकालें lim(hto0)(tan(a+2h)-2tan(a+h)+tan a)/(h^(2))
Text Solution
|
- निकालें lim(xrarr(pi)/(2)) ((pi)/(2)-x)tanx
Text Solution
|
- निकालें lim(xrarr(pi)/(2))(tan2x)/(x-(pi)/(2))
Text Solution
|
- निकालें lim(xrarr(pi)/(2)) (1-sinx)/(cosx)
Text Solution
|
- निकालें lim(xto(pi)/(2))(2cos x)/(pi-2x)
Text Solution
|
- निकालें lim(x to pi)(sin(pi-x))/(pi(pi-x))
Text Solution
|
- निकालें lim(x to(pi)/(2))(1-sinx)/(((pi)/(2)-x)cosx)
Text Solution
|
- निकालें lim(xrarr1)(1-x)tan.(pix)/(2)
Text Solution
|
- निकालें lim(xrarrpi)(1+cosx)/(tanx)
Text Solution
|
- निकालें lim(xrarr1) (cos pix//2)/(1-sqrtx)
Text Solution
|
- lim(theta to pi//4)(1-tan theta)/(1-sqrt2sin theta)=??
Text Solution
|
- निकालें lim(y to a)sin.(y-a)/(2)tan.(piy)/(2a)
Text Solution
|
- निकालें lim(theta rarr(pi)/(2)) (sec theta-tan theta)/(pi-2theta)
Text Solution
|
- निकालें lim(theta-(pi)/(2))(cot theta - cos theta)/(cos^(3)theta)
Text Solution
|
- निकालें lim(xrarr1) (1+cospix)cot^(2)pix
Text Solution
|
- निकालें lim(xrarry) (sinx-siny)/(x-y)
Text Solution
|
- निकालें lim(alpha rarr(pi)/(4)) (sin alpha-cos alpha)/(alpha-(pi)/(4))
Text Solution
|
- निकालें lim(y to theta)(ycos theta-thetacosy)/(y-theta)
Text Solution
|
- निकालें lim(x to a)(sinx-sina)/(sqrtx-sqrta)
Text Solution
|
- lim(x to pi)(1-sin(x)/(2))/(cos(x)/(2)(cos(x)/(4)-sin(x)/(4))) =??
Text Solution
|