What are Continuous Variables?

Q: What is the difference between discrete and continuous variables?

A: Discrete variables takes countable, finite or exact values in a given interval where as continuous…

Q: Use linear approximation to estimate (0.99)2 + (3.01)² – (0.99)(3.01). -

A: Topic - approximations

Q: The second derivative test is used to distinguish between maximum and minimum points by determining…

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Q: What does it mean for a function to be continuous on an interval?

A: A function is said to be continuous on the interval when the function is defined on every point of…

Q: What are the basic properties of limits of functions of two independent variables?

A: What are the basic properties of limits of functions of two independent variables?

Q: How is linear approximation used to approximate the value of afunction ƒ near a point at which ƒ and…

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Q: Explain how to find the extrema of a continuous function on a closed interval [a, b].

A: First, you have to find f'(x) Then solve f ' (x)=0 to find the critical points.  Take the critical…

Q: Which graphic representation could a researcher use to help determine if a continuous variable…

A: The answer is Histogram. Histogram is a graphical representation that indicates the distribution of…

Q: Tell whether the enumerated function is linearly dependent or linearly independent using wronskian.

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Q: Describe the properties of continuous  function?

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Q: Describe the Extreme Value Theorem?

A: Extreme value theorem :                    If a function f(x) is continuous on a closed interval…

Q: List the  Properties of Continuous Functions?

A: given,       List the  Properties of Continuous Functions

Q: What are the Bounded functions?

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Q: What is the range of values that contains the parameter value?

A: Confidence Interval contains the true value of population parameter.

Q: Distinguish between discrete variables and continuous variables.

A: A discrete variable is a variable which can take only countable set of distinct values. On the other…

Q: In x y = 1+ In x

A: I have written the formula used , here f'(x) and g'(x) are derivative of f(x) and g(x)…

Q: How Vector autoregressions is used for Casual Analysis?

A: The vector auto regression (VAR) model is one of the analytical techniques used most commonly in…

Q: A. Classify the following variables as to qualita quantitative and furthermore as to discrete or…

A: Variables are integral part of data measurement in statistics.

Q: What is the analog of the Two-Path Test for functions of a single variable?

A: The two path for function is if f(x, y) approaches two different values as (x, y) approaches (a, b)…

Q: Describe the domain of : POINT 2) f(x, y) = Ln(2 + x + y) %3D

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Q: .Find the Global Extrema for f(x) = Bx4-BeB-A)x. Use the second derivative to determine if those…

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Q: Explain the difference between the Discrete and Continuous Variables.

A: Discrete Variables are the variables whose values are obtained by counting since these variables…

Q: What does the Extreme Value Theorem say?

A: Give the statement of Extreme value theorem.

Q: function is continuous.

A:

Q: What are the removable singularities of the functions ?

A: Topic:- function

Q: What are the Limits of Continuous Functions?

A: Given, What are the limits of continuous functions?

Q: Define Wronskian of Linearly Dependent Functions?

A: We have to define the Wronskian of linearly dependent functions: Let f1 ,f2 ,...,fn be n real or…

Q: Find the orthogonal trajectories of

A: Given,          y=ax2+4ax+4a, where a being paarameter.

Q: Continuous everywhere

A: The following are theorems, which you should have seen proved, and should perhaps prove yourself:…

Q: Differentiate the function.

A: we have bee given the equation  u=t23+2t3 it can be written as  u=t21/3+2t3

Q: At what points are the functions continuous x+3 y =- 3x, Зх, y = y = (2x – 1)3 х-2 x2 -3x-10'

A: To find the points where following functions are continuous y=1x-2-3xy=x+3x2-3x-10y=2x-113

Q: What does the Squeeze Theorem say?

A: In the calculus theorem are used to simplify the expression given or to simplify the complex…

Q: Differentiate the function y = (x + 8) In (x +8). y' = %3D

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Q: niformly continuous +

A: Given:- f:(M, d) →N,ρ is continuous.

Q: What is the sign-preserving property of continuous functions?

A: What is the sign-preserving property of continuous functions?

Q: Create a linear function over [2,4] that has an area of zero.

A: To create a linear function

Q: Which of the following is an example of a continuous variable?

A: Here use basic of continuous variable and discrete variables

Q: What is the standard linear approximation?

A: A linear approximation is an approximation of a general function using a linear function. They are…

Q: Which . functions are continuous through its domain?

A: Continuous Function: A function fx is continuous at a point c of its domain if  limx→cfx=fc A…

Q: Analyze continuity of the function.

A: Before going to the continuity, we will be finding the domain of the given function. Note that the…

Q: 2. Using both a picture and words, explain the Squeeze Theorem.

A: Given : The Squeeze Theorem.

Q: Find a result by using variable separation for ý=secy b- xý = x + y

A: As per our guidelines we only solve one question and rest of the question will be reposted.

Q: Vx + y + 1 f(x, y) ,æ In (y² – x) х — 1 -

A: Given: fx,y=x+y+1x-1,xlny2-x A function f(x,y)=Mx,y,Nx,y is said to be continuous on the points…

Q: How can one use a vector-valued function to represent a curve in two dimensions?

A: a plane vector consists of two quantities: direction and magnitude. Given any point in the plane…

Q: {x+ 2x³,3+x, 1– x} on the interval [–1,1]

A: The given set of functions are: x+2x3,3+x,1-x and the interval is -1,1

Q: The time to finish this final exam can be classified as (A) Discrete Variable B Continuous variable…

A: Solution Time variable is measured numerically.

Q: Determine if continuous f (x) = V4-x at x=0 %3D

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