Indicate whether the central limit theorem will apply to descri proportion. n = 95 and p = 0 The central limit theorem can be applied. O The central limit theorem cannot be applied.

Q: Describe the Limit Laws?

A:

Q: 1. P(0<z<1.44) 2. P(-2.81 <z<0).

A: 1)P(0&lt;z&lt;1.44)

Q: lim no n! Select one: a. 0 b. -1 C. 3 d. 2 O O O

A: Expend the given expression for all n than by comparision find out the limit.

Q: Assume that a car drove for two hours and traversed 120 miles. The average rate of change is clearly…

A: According to the Mean Value Theorem in calculus, if a function is continuous over a closed interval…

Q: Find the mean value of f(x) = |x| on the interval [-1, 4]. %3D

A: Given that: f(x)=|x| in [-1, 4]

Q: Find the limit L.

A: To FInd:limx→6 3

Q: So to plot the point of the cumulative frequency polygon you have t ok use the upper limit and the…

A: Given that, To plot the point of the cumulative frequency polygon you have to use the upper limit…

Q: if the mid value is 19 and the width is 7, what is the upper limit?

A: Step 1: Given informationMid value = 19Width = 7 Step 2: Upper limitLet 'a' be the lower limit and…

Q: 1. f(x) = 2331 (x + 1), -(2-x), 0, Find median. 3 - 1<x<0 0<x<2 otherwise

A: Find the median

Q: Q/ Consider the following four points to interpolate for y = f(3.2) using: 1.0 0.1111 2.0 0.0625 3.0…

A:

Q: Let 0 &lt; a &lt; b. Use the Mean Value Theorem to show that

A:

Q: A ˅ B => C ˄ D   into conjunctive normal form by using equivalences

A:

Q: Draw the graph of a function for which the conclusion of the Mean Value Theorem does not hold.

A: We have to draw the graph of the function which shows the mean value theorem.

Q: Find the limits in Exercis

A: Consider the given limit as limt→4-t-t

Q: (d) X = the length of a randomly selected rattlesnake Describe the set of possible values for the…

A: HERE USE BASIC DEFINITION OF DISCRETE AND CONTINUOUS DATA

Q: -dx (use 2 5+x C when you evaluate Let x = 3.63, and y = 4.58. Determine the value of decimal…

A:

Q: Define the interval measure?

A: Interval measure: It is defined as the distance between the attributes and does have meaning.

Q: Describe the Discontinuity Functions?

A:

Q: Define local maxima with a figure in your own words. Give small ans

A: Local maxima : Local maxima would be the point in the particular interval for which the values of…

Q: Applying the Central Limit Theorem: The amount of contaminants that are allowed in food products is…

A: Let, X: The amount of somatic cells in 1 cc of cow milk. μ= Population mean = 750000 σ= Standard…

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.