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Q: te a rule to deseribe tronn formation

A: we are asked to find the transformation rule for the given graph.

Q: (e) Either the plant at site 1 or both of the other plants are completed by the contract date. O A,…

A: It ia asked that either the plants at site 1 or both of the other plants are completed by the…

Q: D prove tHhat kin

A: " Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: Let’s assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter,…

A:

Q: Let's assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter, 1967…

A: S: subset of coins from 1964 S=4D,4N,4Q

Q: (s+ )* 75 1+ %3D 12

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Q: 2.77 1.49 2.57 2.43 2.94 1.35 2.43 2.43 2.27 1.13 2.32 2.49 3.27 1.32 2.48 3.04 (XP-Xp)2 8 (S2)-…

A: Given data: No. P1 P2 F1 F2 1 2.94 1.25 2.37 2.24 2 2.89 1.07 2.52 2.37 3 2.49 1.66 2.77…

Q: 8. Explain why the following "proof" is incorrect.

A: The argument is valid for almost all n. For large n, It is very natural argument that follows from…

Q: dy 5-9у2

A:

Q: or the wait time in a.15 pital is shown below me frequency 1 1-4

A: The given frequency distribution table is Wait time frequency 1-4 15 5-8 3 9-12 2

Q: Let X-Bin(5,0.5), then P(x >3|x >2) is

A:

Q: Let's assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter, 1967…

A:

Q: Let w be defined as 2 more than the number of digits in the integer w. For example, 15 =4(2 digits…

A:

Q: (b). lim zInz² et

A: To evaluate: limx→0 xlnx2ex Using logarithmic property we can write the given limit as  limx→0…

Q: Let’s assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter,…

A: Given: Total outcomes 6P,  7N,  6Q,  7P,  5P,  6H,  7Q,  5D,  7D,  8Q,  4D,  6N,  5N,  7H,  6D,  4N,…

Q: The line in 5° Land (2.1,4 going through the erigin

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Q: Let's assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter, 1967…

A:

Q: 1. By using the definition, show that

A: 1. (a) To show that,                            limn→∞4n2n+1=2

Q: 5. fsin²xcos xdx

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Q: 22. If 6log2x =18 , then x is

A:

Q: If y = enx, for any natural number n, what is dxn n"e* n! enx O Option 3 Option 2 n"enx n! e* O…

A: Given:     y = enx

Q: %3D 85 7プ

A: I am going to solve the given problem by using some simple geometry to get the required result.

Q: Let's assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter, 1967…

A: To simplify writing each coin out, let's abbreviate 1966 penny by 6P, and 1967 nickel by 7N, etc. So…

Q: iength ofJTA. B) 10

A: The given data is:   To find the value x.

Q: Let’s assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter,…

A: A set "B" is said to be a Subset of "A" if every element in B is belongs to that is  BCA If and only…

Q: if 2= とonと final dž Point C,1) In

A: Note: We will answer the first question since the exact one is not specified. Please submit a new…

Q: 7/4 26. "* secte tan*o d0

A: as per our guidelines we can answer only 1 question so kindly repost the remaining questions…

Q: 4. Demonstrate that Re(iz) = -Im(z);

A:

Q: 1. When is the object at rest? Your ansiôier

A:

Q: how did the y' and 2y' apearred out of no where in line 7

A:

Q: Let X-Bin(5,0.5), then P(X >3|X >2) is

A: Given information: Given that the random variable X follows binomial distribution with parameters n…

Q: 19. Show that (for n = 0, 1, 2,..) (a) F(-n, b; c; 1) = (c-b)n (c)₁

A: We have to show F-n,b;c;1=c-bncn Solution: By Pochhammer definition cn=Γc+nΓ(c)           (1) and…

Q: iiion 125 correct to three

A: To find the approximation of (25)^1/3

Q: つーー Show thab bhis Series Comveryes, or absoubely comver yes

A:

Q: (9) 8 given that A has occurred

A: The conditional probability is defined as P(B | A) = P(A and B)/P(A)

Q: (4). Show that of X~UCO,!) as Y=-n-X)~ txponenkalla),

A: i) Uniform distribution : If X follows Uniform distribution over interval (a, b ) then cumulative…

Q: Fnd repe of chonge ol cla drea A, sirel eireumferna (ie

A:

Q: 5. Demonstrate that Im(iz) = Re(z).

A: It is required to demonstrate the problem 5. Problem 5 is solved below in detail.

Q: Let’s assume these are the 25 coins that were collected: 1966 penny, 1967 nickel, 1966 quarter,…

A: Let C be an empty bag in which we have collected all the 25 coins. These coins are 6P,  7N,  6Q,…

Q: у" + Зу' + 2у %3D sen e* 15.

A:

Q: 2. List the three types of discontinuities and give an example of each type. Include drawings if…

A: To write about the three types of discontinuities.

Q: Question 19 Evaluate: n 4e "dr Previous. 8.

A:

Q: s six skirts and five blouses. Assuming that th can wear different skirt-and-blouse combi

A: A woman gas six skirts and five blouses of these she wants a combination of 1 skirt and 1 blouse.…

Q: 5/- Show that Jim c

A: C>0 Consider   y=C1n log y=log(C1n) (logab=bloga)

Q: 4. Give the indirect proof of the statement "if n ie an inkger and n'tl is odd hen n is even.

A: We prove it by contradiction.

Q: 3. Let E beE E. Suppose th

A:

Q: Compute (x – 2) for the following set of n = 7 values. X1 = 8, x, = 15, x3 = 14, x4 = 10, x5 12, x6…

A: Given,   =?

Q: Show that 1 (N, <) is well-ordered. 1 2 (Z, <) is not well-ordered. 3 (R, <) is not well-ordered.

A: Please send questions as different questions. We cannot do more than 3 at a time.   A relation ≤ on…