Suppose a population is known to be normally distributed with a mean, µ, equal to 116 and a standard deviation, o, equal to 14. Approximately what percent of the population would be between 102 and 130?

Q: g) cos () lim x cos X COS

A: SINCE YOU HAVE ASKED MULTIPLE QUESTIONS IN SINGLE REQUEST, WE WILL BE ANSWERING ONLY THE FIRST…

Q: Show that = n. mnZ

A: mZ = set of all integers which are divisible by m mnZ = set of all integers which are divisible by…

Q: 4. S V1 – 7w²dw

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Q: 7) V ?. 110⁰ T U

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Q: 3. | rV3 – adr -

A: We have to find out solutions

Q: 2) tan C B 28 21 35

A: In right angle triangle  tan thetha = perpendicular/Base

Q: 3 21. 2√45x Radical Expressions

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Q: 12) 13) 14) 3.3 4.2 20 10 157 2, 6.1 V

A: 12) In the given figure, there are two chords in the circle which intersects at one point. Now, the…

Q: b) 7- 3(2х — 4) — 10

A: First we simplfy the bracket and then solve it for the value of x.

Q: 2. Let, a, = 3, az = 4 and for n2 3, a, = 2a,-1 + an-2 + 5, express a, in terms of n.

A: Introduction: The disparities between every two successive terms in an arithmetic progression (AP)…

Q: 3. Let, a, = 3, a2 = 4 and for n2 3, a, = 2an-1+ an-2 + nº+ 1, express a, in terms of n.

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Q: a) ||

A: Given Data: a→=-3, 0, -1b→=1, -3, -5   The value of the vector b→ is, b→=x2+y2+z2 Here, x is x…

Q: 3 in 5 in

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Q: 10) lim

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Q: 9) 10) 11) 45 109 136 93 61 65 9. s = 10. t = 11. r = WARON edu

A: We have to find angle

Q: 5) 7) 8) 100 178 106 106 6. i = 5. a = 7. q = 8. q = j = k = %3D

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Q: 1. What is the value of n in the equation 0.6(n + 10) = 3.6? 1) -0.4 2) 5 3) 4 4) 4

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Q: A = [120] 001 120 10 0 0 and b 0

A: Least square solution to Ax=0 isWe have

Q: If 2.P(5,3) =p(n,4),find n

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Q: 4. A bakery sells 12 varieties of cupcakes. Assume that it has an unlimited supply of each variety.…

A: Solution..

Q: 10) In 2014 there were 1807 students applying in Theatre Academy. Of these applicants 62,98 %…

A: given: Total no of students (100%)=1807 62.98% of 1807 students applied acting depart= 1807 ×…

Q: 4 24) 4 27) + 8 = %3= 15 2|7

A: As the first question is already solved correctly we can solve the other two question as below.

Q: Suppose that a coach must select 5 players to play on a basketball team. • The coach has 13 players…

A: The coach has 13 player to select from  And only 4 players can play center, so one of them has to be…

Q: 19. 19.) A = BCD for C

A: given data  A = BCD now this is the sequence  for that  we have to find  C = ? further calculation…

Q: Show that V.( A) = V̟A + ¢(V.A)

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Q: atb)

A: Given,        a+b2=

Q: 13 in 5 in

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Q: k GsGe) x Since) X>0

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Q: 2.) ff exdxdy

A: We will solve the problem.

Q: 5 15 b) 12 28

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Q: Find a and that solve the vector equation: α + B 9 17

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Q: 2) 3) 12 4) 5) 미. 미이미。 미 미 미 미우 미위미위 미 미 미유 키4 2_3

A: 2. 2540-2440=140

Q: d. 39)87 652

A: Long division method Consider the first digit from the left according to the divisor, check the…

Q: 11) 12) 108 105

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Q: Find x, y, and z* 3.

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Q: 22. a. F b. 64 C.

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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.