C1 + C2 = a C1 = ? 2C2 = ? C3 = ? %3D C1 + 2C2 + C3 = b in terms of a , b,d -C1 + 3C2 + C3 = d

Q: Ef° 4(¿)^-1 = [ ? ] %3D

A: Given,          ∑110414n-1

Q: いZ ch-1)2 いe1 2.

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Q: (a) F(3) = (b) F'(3) = (c) F"(3)

A:

Q: b) F1+ F3+ F, + . + F2n-1 d) Fn+k = FkFn+1+ Fk-1Fn; F2n; ...

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Q: E = 5 -2 -4 3 2 2 -4 -4 -4 0 -3 2 3 2 4 4 -2

A:

Q: A=D-5 2 9 4. what is A-'?

A: The inverse of the matrix is given below :

Q: e3x (1 – 2e3x)2

A:

Q: g(x) = 3x4;  (−2, 48)   g ′(−2)= ?

A: Consider the given function, gx=3x4 over the interval -2,48 to differentiate the function use the…

Q: Examples of problems or situations in real life that involve combination, and solve.

A: Combination is used, when we need to do selection or grouping of objects It can be used only when…

Q: E 19х - 26)° H. F (7x- 2)

A: As per our guidelines we are supposed to answer only one question.Kindly repost other question as…

Q: - (B-)(c-a)Ca-b) a C.

A:

Q: a+b-1 Q3/ IfP(A) 3 а, Р(B) 3D b then P(A/B) > b

A: It is given that PA=a and PB=b. To show that PA/B≥a+b-1b As we know that probability of any event is…

Q: [B] a b²(b-1)³

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Q: 3. (a) 5e (b) 2e-21

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Q: (e) S (s² + a²) (s²-b²)

A:

Q: A 3 4.5 B C 2, D E 10

A: Topic:- geometry

Q: c2 – 3c c2- 4CF c2 - 25 c2+ 4c-5 c?-3c c?4 .2 c3.25

A: We will solve the problem.

Q: Solve for the value of ww. 32°(9w-5)

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Q: a2 аз ад 1. The value of BA if B = [1 0 0] and A = |b1 b2 b3 b4 [C1 C2 C3 C4

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Q: e) 3w² - 48. f) 2rw²-2rt².

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Q: arg(z) = 1/4

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Q: 2 -2 eydo عام 2 + +2

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Q: Find the value of a and b if. a=2&b=9 >ite} sho= &b=3 ܂ 0 " 3 (s+a) +b &b=3 a=-&b=9

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Q: #3 a-c

A: We will solve all the parts.

Q: The value of a=   b  2                                                              b-a  Find the…

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Q: Find the value of k that satisfies the following equation:

A: Given:  det 2a12a22a33b1+5c13b2+5c23b3+5c37c17c27c3 = k det…

Q: st terms: v-6(-3v + 3)

A: Simplification

Q: (ba'b-)3

A: Given information: The expression is ba2b-3-3. Concept used: Exponent rules: 1. Product rule:…

Q: i = x2 – a4 i = x²(4 – a²)

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Q: E 4ln(2x+3)=e²

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Q: G2 G1

A: Hamiltonian Graph If there exists a closed walk in the connected graph that visits every vertex of…

Q: C1 C2 C3 a1 a2 a3 bị b2 b3 Eq-q-q- a3 Given =-5 , then С1 С2 Сз a1 a2

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Q: d³u 2 dr5 d*u - 7- dr4 + 12 d³u dr3

A: The differential equation is given 2d5udr5-7d4udr4+12d3udr3+8d2udr2=0. Here ,s=ddr then equation…

Q: wdw 2 – 4w2 + v1 – 2w²

A: We have to solve

Q: a2 D a3%3D a4%3D %3D

A:

Q: (p³ - 10p + 20p+ 26) (p-5

A: Given: p3-10p2+20p+26÷p-5

Q: a .3 |a² b3 c4 la3 b4 c5| = ab²c³(a – b)(b – c)(c – a) || |

A: We have to prove, ab2c3a2b3c4a3b4c5=ab2c3a-bb-cc-a

Q: a). V12 = V4.3 = 2/3 b). V121 = c). V24 = d). V35 =

A: As per our guidelines I am solving only first three parts of the question please resubmit the other…

Q: (8) bc(b² – c²) + ca(c² – g²)+ ahla? 12) R

A:

Q: operation; It is defined as a * b = 2a + 2b - 2ab -1. So what is the result of (2 * 1) * 4? A) -1…

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Q: 3A+B- 2 5 3. 3. 2 A +B 2. Find A 2 B 2.

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Q: 1 a? س اذا كانت а = A فأن |A| يساوي : 1 b b2 1 c² C

A: Given matrix is: A=1aa21bb21cc2 and we need to calculate the determinant of A.

Q: e -3.6x = 9.74 %3D

A:

Q: ∠EFG and ∠GFH are a linear​ pair, m∠EFG=4n+15​, and m∠GFH=3n+39. What are m∠EFG and m∠​GFH?

A: m∠EFG=4n+15 and m∠GFH=3n+39. Such that ∠EFG and ∠GFH are a linear pair. We need to find ∠EFG and…

Q: 4 A= -2 -2 C = 6 -8 (a) -1 (b) |0 0 (c) 6 3 8 (d)

A:

Q: *B: %3D A 3. B[ 2 3

A: Find your answer below

Q: 7g°h² + 3g²h – 2gh3 gh 9n³p3 – 18n²p² + 21n²p³ 14. -

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Q: B F 3. 4. NOO ข่ง 3

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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.