Find the upper class limit of the second class

Q: (5x - 4)² 1) Let f(x) (9x + 16)² The limit as x approaches infinity is

A: Dear student as per our rule in one session we can only solve one question. Please post the other…

Q: (f) The sum of the limits of two function is equal to the limitof the sum of two functions

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Q: lim (1,9) >(2,4) || O 12 O 15 09 O does not exist O 6

A: Please refer the attached image for complete solution.

Q: 1 z+1-4 lim Z→3 Z-3

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Q: n+1 2n +3 lim 2n +1

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Q: Label each limit law description with its corresponding analytical representation. The limit of a…

A: To solve:

Q: Determine the limit of each function below as x approaches the given value x = a. If the limit…

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Q: Use the e-N definition of limits to show that 2n -15 lim = 1. %3D n0o 2n - 13

A: The objective to show that limn→∞2n-152n-13=1.

Q: (1++*+) ... 2 22 2k

A: Given below the detailed solution

Q: Evaluate the limit 2 i 16 lim 2 n2

A: Use formula then apply limits

Q: Find (a) the number of classes (b) the lower class limits for the 3rd class, the upper clas limit…

A: We have given that the data represents the top speed ( in kilometres  per hour ) of all the players…

Q: What's the limit of the function (z + 2 root(2)i)/(z+ root(2)i) as z goes to 1-root(2)i? а. -1-i b.…

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Q: evaluate the limit (6+h)4-1296/h                        h>0

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Q: Determine the 3z 1 2x 1 2x 5 lim 00 O 00 2/4

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Q: Describe the three theorems of limit?

A: we have to write the theorem of the limit. Three theorems are given in the next step.

Q: 4 -4 -3 -2 -1 -ナ 1 2 3

A: We have to find out

Q: f. lim f(x)=

A: On the graph we have the point (4,0) and the graph is continuous there.

Q: For the class 5-19, the upper class limit is

A: Given Class: 5-19 Lower class limit: 5 Upper class limit: 19

Q: 28. Give an example of a function that has a limit at each integer but does not have a limit at any…

A: we have to give an example of a function such that its limit only exist on integer points and not on…

Q: (n +3)(n +4) n!

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Q: How can we find the limit of each rational function?

A: A rational function is the ratio of two polynomials.In the case of a single variable, x, a function…

Q: Evalaute this Limit

A: To find:

Q: Evaluate the following limit. lim 2 3 x19x+6x-10 2

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Q: The data to the right represent the top speed (in kilometers per hour) of all the players (excepet…

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Q: In(4x+3) lim 8x+7

A: Given: limx→∞ ln(4x+3)8x+7 The highest power of the denominator is 1 Divide each numerator and…

Q: Give a brief explanation of the central limit theorem.

A: Solution: Suppose X is a random variable has mean µ and a standard deviation σ. Here, the…