5t – 1 Use the problems below to find lim t+0 t 5t – 1 (a) Fill in the table below for the function f(t) t t f(t) -.01 1.59655 -.001 1.60814 -.0001| 1.60930 5t – 1 (b) Use your answers from above to determine lim t-0 -. In your own work, you may want to add t more values to the table from above. 5t – 1 (c) Fill in the table below for the function f(t) t t f(t) .01 1.62245 .001 1.61073 .0001 1.60956 5 – 1 (d) Use your answers from above to determine lim t→0+ In your own work, you may want to add t more values to the table from above. 5t – 1 (e) Use your answers from parts (b) and (d) to find lim t-0 t

Q: lim 00 X2+

A:

Q: Зx2-14х +8 lim 7x-28 x+4

A: By factoring method: Take factors in numerator and denominator  Limx-4(3x2-14x+8)/(7x-28)         =…

Q: point(s)  (6.1,y) is/are on the circle  x2+y2=49. Determine the missing coordinate(s) and enter the…

A:

Q: Please solve this step by step

A: Explanation and solution is given below....

Q: Problem 4. Find lim

A: We apply L' Hospital rule here , differentiate both numerator and denominator till it doesn't form…

Q: lim. Vx-1 х2-4) п-20+ \x2-4

A: To find the Value of

Q: '5x2+3х-1) lim = 4x2+5) n-00

A: Divide the numerator and denominator by the highest power i.e. x^2 and simplify the limit.

Q: :. Solve. (a) For 2x + 5 if x 5 find lim g(x), lim g(x), and lim g(x). I+5+

A:

Q: Lim X-70 (1 + 1/2 ) ²

A: Solution:  we have, to evaluate

Q: 46. lim h→0 (x + h)³ - x³ h bluow

A:

Q: 5x 3 True or False: lim = 00.

A: No , this cannot be solved using L' Hospitals rule,L' Hospital rule is applicable to oo or ∞∞form of…

Q: 1 I 4 x 4 x 4 49. lim-

A:

Q: (込) 6. (d) lim x→3x-3 x² -9

A: Find the limit . Of [1/(x-3) -6/(x2-9)] when x tends to 3

Q: Prove that lim5 (x2) = 25

A:

Q: 22.) lim 8118 3x² + x x² - 1

A:

Q: 2x2-V2(3x+1)+2 4. limx-1 X-1

A: Here we have to find the limit of  A=limx→1 2x2-2(3x+1)+2x-1

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.