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Q: Find the length of the func tion based Vange de fincd belouw: the on 10<x <29 10

A: We have to find the length of the given function in the range 10 ≤ x ≤ 29. y = 110ex+e-9x

Q: Find Fxxyyy for the funcetion Fary]=j+JEnx-x]

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Q: I'm unsure of how to work a problem like this

A: We need to find a 2-degree polynomial having zeroes at

Q: Nadia would like to use the AAS Congruence Postulate to prove that ATIS = AITH. Would knowing that…

A: Given, ∠S≅∠H Also given, From the figure we get, ST≅IS

Q: When you round 32445.34 to 2 significantdigits, your response would be

A: Rounding to significant figures means rounding a number to nearest tens, hundreds,  thousands etc.…

Q: Verify that (AB)T = BTAT.

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Q: Compute Ax by dot product. 2 10 1 2 1 0 0 1 0 0 1 2 1 2 1 1 2

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Q: Find all the mindir and colartors of matrin A. -2 3. A- 6. -1 -3 1.

A: The minor of all the elements of a matrix can be obtained by deleting the corresponding row and…

Q: Consider the fellowing orguements ond profs of orguements and their validity by the indirect method.…

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Q: h0-60 |--²-1²-₁-²

A:

Q: A tennis player makes a successful first serve 51% of the time.  If she serves 9 times, what is the…

A: Here it is given that -  Total number of serves (n) = 9 Probability of making a successful first…

Q: ppose team A is playing against team 6 in baseball's World Series and team A has already won the…

A: Given, the first team to win four games of the series wins the series.

Q: Hiw- prove that %3D

A:

Q: If the interval [2,7] is partitioned into n= 8 subintervals of equal length, what is Ax? Ax = |…

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Q: Phythagoras was the one who formulated one of the earliest theorems known to ancient civilizations…

A: Yes the given statement is true  Because approx 2000years ago a theorem is granted named as ancient…

Q: Find proj, u and scalyu by inspection without using formulas. 10- projyu = 6- 4- 2- -10-8-6-4 2 -2-…

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Q: Expand in binomial theorem (2x-y)7

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Q: 1 Evaluate using Convolution theorem : L

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Q: 4) State the Rank-Nullity Theorem.

A: To state: Rank - Nullity theorem.

Q: 2, then the conju

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Q: 2. Find the desivative ofy= Binx

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Q: Prove %3D 11

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Q: A 3 × 7 rectangle is divided into 21 squares each of which is colored red or black. Prove that the…

A: Solution: let suppose the board is a 3 × 7 rectangle.

Q: Suppose you must use 1x“-tile and 10 x-tiles. You only have up to 15 1-til use. How many of the…

A: Introduction: A rectangle is a quadrilateral with equal angles and opposite sides that are equal and…

Q: Which term of the expansion of (z + 4) contains z Term number contains z4.

A: Given expression is: (x4+4)16

Q: Suppose that Hilbert’s Grand Hotel is fully occupied on the day the hotel expands to a second…

A: We know, Hilbert's Grand Hotel is a thought experiment which gives counterintuitive property of…

Q: How many bijective functions have [10] as both the domain and codomain

A: Given, 10

Q: Express:   5 m2 as  cm2   800 cm2 as m2   30cm2 as mm2

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Q: Hew.b prove that CAXB)-Ais atways-Zero

A: Topic:- vector  algebra

Q: Show that there are infinitely many examples of two consecutive positive integers that cannot be…

A: According to the given information, It is required to prove that there are infinitely many examples…

Q: Suppose X has n elements and Y has m elements. How many bijections X → Y are there?

A: To find: The number of bijections X → Y are there. Given information: X has n elements and Y has m…

Q: Let f be q functiom that admits contırous second partial denvatives Df (X.Y)=(4x²- 2q²x+ 2q°y ,4y³ +…

A: Given, the second partial derivatives              ∇f(x, y)=4x3-2a2x+2a2y,  4y3+2a2x-2a2ywith a&gt;0

Q: how did we get from x +2xy + iy^2 - ix^2 - iy to the next line?

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Q: Prove that. 2/nJn-(n+2)Jne2 + (n+yjJney --- 3. end hence deduce that. 1xJn - (nti)Jnas -…

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Q: in the interva

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Q: 19. The sum of 3 real numbers is known to be zero. If the sum of their cubes is e™, what is their…

A: Solve #19

Q: Hey, Kindly prove this with justification of every step. like in two columns. •statement        |…

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Q: My result came out wrong need help to solve the attachment?

A: Given:The expression is

Q: I have a rectangular carton filled with Each of my 6 friends can be assigned an equal number of…

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Q: 17. Use Theorem 4.7 to prove that Vx + 3 2 V3 + x/4 for

A: Let,

Q: Explain why the funclion (2)3D 12)=52-6+zcos Z-Ze is. entire ?

A: Answer

Q: Give 7 examples with solution of General rules of Differentation

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Q: What is the midpoint between z1 = 9i and z2 = 4? (2, 4.5) (-4,-9) (-2,-4.5) (4, 9)

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Q: What is thie generalizel union and intersiection of %3D where ^-10,1)

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Q: 'Prove that the relative error of a product of 3 non zero numbers does not exceed the sum of the…

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Q: Use different ways to show all possible combination in this situations

A: Here use different ways of representing a total possibilities Here use listing , table, and tree and…

Q: What is a Premutation Rule (when some items are different)?

A: Combinations:It defines the number of possible ways an object can be selected from a group. In…

Q: Show that a 6 × n board (n ≥ 2) can be tiled with L-shaped tiles, without gap and overlapping. Each…

A: Before we begin proving the statement, we shall understand the shapes. An L-shaped three-square tile…

Q: ow would the u substitution work for the last two step

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.