What the Why? What theorem or rule su

Q: Use Mean Value Theorem to approximate the value of V 125.8.

A:

Q: State and prove the mean value theorem.

A: STATEMENT:let f(x) be a function defined on a,b such thatiit is continous on a,bii it is…

Q: induction t

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Q: ntegral Sa F . 0) & (1, 1)

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Q: mental Theorem of Calculus to fin

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Q: Solve using either Roll's Theorem or Mean Value Theorem:

A:

Q: f frequency for class A is 0.22 , quency of the class A ?

A: Solution : Formula : Relative frequency = number of frequency/Total number of frequency

Q: Fundamental Theory

A: Follow the steps.

Q: ma X well defined ? 2.

A: The greatest integer function of a real number x is represented by f(x) = [x] or |_x_| For all real…

Q: Bef(u, v) = uv and Bef(u, v) = uv and v calculae dvðu²

A: The solution are next step

Q: how all workings. Perform the F Test making sure to state the null and alternative hypothesis.…

A: The null and alternative hypotheses are H0: All the coefficients are zeroH1: At least one of the…

Q: Evaluate √16-x² dx

A: ∫16-x2dx

Q: wise Show that the Characteristic function of X + Y is egual to the product of the characteristic…

A:

Q: tnx Find if u=5 y=

A: The expression of dydxfor the following function needs to be evaluated : y = ln(x)x5

Q: State and give an example of Mean Value Theorem

A: The objective is to state and give an example of Mean Value Theorem.

Q: B- Gurtient Rule

A: Given :           f(x) = 2x2 + 5x - 1x   To Differentiate f(x) using Quotient rule.

Q: 6 Evaluate JVx7 – 7x5 + 17 Vx1ºdx -

A: To solve the given integral.

Q: u-substitution

A: Given: ∫x13x43+4 dx To apply: U-substitution, and then evaluate.

Q: Explain the Central Limit Theorem and the Law of Large Numbers. There are 3 key points. Include the…

A: Law of large numbers(LLN). There are two main versions They are weak and strong LLN. Let…

Q: 15 Using Part I of the Fundamental Theorem of Calculus, evaluate: da tdt =

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Q: ctors - Z. S. Madhi

A:

Q: İnstructions: Show all your work Indicate your answers clearly.

A: Given, Tx=∑n=2∞1x-nπ+1nπ Extend the function Tx such that, Tx=1x-2π+12π+1x-3π+13π+.......... This…

Q: h-x, k-у, _а(h — x,)+Ы(k - у,) a? +b? a b

A:

Q: value of x , y , and z.

A: We will find x y z

Q: 2. Use your knowledge of area to compute F(1). Explain your reasoning. Hint: Funda- mental Theorem…

A: As per honor code, we are entitled to solve only 1 question at a time so I am providing the same.…

Q: Don’t use calculus A&C

A: The equation of a straight line between the points a, b, p,q is x-ap-a=y-bq-b. The points for the…

Q: tan u-tan v Prove tan( u – v) = 1+ tan u tan v

A: tanu-v=sinu-vcosu-v=sinucosv-cosusinvcosucosv+sinusinv     ∵sinx-y=sinxcosy-cosxsiny &…

Q: It Evaluate x→ a Vx-Va x – Va

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Q: Converpes diverpes. Show your

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Q: oltain The feterminant f The matria 3. 2-3 /- -3 5

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Q: What is it -∇f (a,b) ?

A: Topic:- vector algebra

Q: Evaluate

A: As per the guidelines we can solve 3 parts only only. Please repost the same for more answers.

Q: Describe about F TEST.

A: In ANOVA, “SS” stands for “sum of squares”, “df” stands for degrees of freedom, F is for the test…

Q: Proof that V = µ8 –-

A: It is known that μ=12E12+E-12 and δ=E12-E-12, where, E, is the shifting operator.

Q: Make a conjecture about the diagram below. Do you think you can conclude that AJKL = AXYZ? Explain…

A:

Q: Number of days of rainfall in a year is 15. This that discrete or continuous

A: Given, Number of days of rainfall in a year is 15.Clearly, the variable takes only one value that is…

Q: Give a proof of the Cauchy's Mean Value Theorem by considering the function F(x) = [f(b) – f(a)]g(x)…

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Q: depender by A.

A: we have given that A1 ,A2 ,A3 are independent if and only if σ(A1),σ(A2),...,σ(An) are independent…

Q: The theorem is attached. Thank you.

A: We prove above theorem by using given result.

Q: What

A:

Q: True or False: A

A: Given that, AB¯ and AG¯are tangents that intersect circle M at points B and G. We know that, the…

Q: Simpson Rule. 2- x, (1, 3), n=4 3- x.sin(x), (0, 2), n=6 4- 1/(1+ x³), (0, 1), n=2, 4 ---

A: Since you have post multiple questions, according to our guideline we can solve only first one, or…

Q: Find fa(x, y) and f,(x, y). f(x, y) = (y° tan(5æ)) f.(x, y) = f,(x, y)

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Q: n you help me with th

A: Given that: 2. m∠A=4x+12 and x=15, 3. ∠BAM is right angle. and m∠BAM=4x+22

Q: ition, finc ations (u

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Q: 6 ýx In x=y

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Q: le values of X? ple, X, continuous

A: Given : Four coins are tossed together and X be the random variable ,be the number of heads on all…

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.