3y2 = 2y + 1 %3D y = Need Help? Read It

Q: dx (V32 + 4)3

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Q: dx 3 x² (9x²-4) 2 CS

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Q: 6 d'y y = -9x-4 find dx? x6

A: We use formula of differentiation .

Q: T(4)[ (3.5) dx

A: In this question, we have to simplify the expression by using the Gamma function and the spacial…

Q: Calculate E((X +Y)²).

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Q: 1 с) у- d) y= x 2** e*

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Q: c. Sx² e*³ dx 4 d. (+2 dx

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Q: V16 e2* dx e

A: we have to find the integral

Q: (d) | (V- 5)° – 2)° dx

A: Given integral:

Q: 5.| (2x – 3V7) dx Solution:

A: Note: Hi there! Thank you for posting the question. As there are several independent question.…

Q: d 2t dt 2. Cost

A: Formula Used: According to the fundamental theorem of calculus:…

Q: Sx(2x 3)®dx

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Q: O c = $0.45 / 15 15 oranges were purchased. O $0.45 = 15c %3D Cost per orange: $0.45 c = total cost…

A: Given:  To find:

Q: xe5x dx (5x-1) i 51 e³z B.5 (5x-1)+c C. 5x+ E

A: We will solve the problem.

Q: y =x (T* + e*)6

A: SOLUTION-

Q: Find mLS. 5 R mzs

A: Law of sines If s,r and t are the lengths of the legs of a triangle opposite to the angles S,R and T…

Q: c2 d dx 1 dt /2x /1+tª (ii)

A: The given expression is : ddx∫2x211+t4dt…

Q: А. О- бу+1) dy y-3 (у?- 6у+1) dy

A: As per our guidelines we are supposed to answer only one question i.e. the question no (A). For the…

Q: 2t dt 2. Cost

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Q: 3sinnt 4. a + cost dx

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Q: 6. (x³ – 4x + 1)dx Solution:

A: As per guideline we have to solve only one question

Q: #) =+2x9ー5×y +3, fnd: (a) Oz そe dy

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Q: (2x³-3)(6x²)dx=?

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Q: 3 dx V9 – x2

A: We know that, ∫dxa2-x2=sin-1xa+C   ∫03dx9-x2=∫03dx32-x2                    =sin-1x3+C Now applying…

Q: dx 16 +x3 dt tvt6 – 4 e* dx /25e2* + 9

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Q: / esx+3 dx = %3D

A: To evaluate the integral :- I = ∫e5x+3 dx Substitute    u = 5x+3du = 5 dxdx = du5

Q: 9.I = fe* dx V3+4e*

A: There are multiple question. As per company policy kindly ask other question separately. 9.

Q: (2rw + w - ve"2)dv + vdw = 0

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Q: Find dy/dx

A: Given: y=∫2a1t3dt To find: dydx Solution: We know that the derivative of a definite integral of…

Q: 3. y 4 7 D = R = Function?

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Q: e2x 9) S dx 25-e4x

A: To find the value of the given integral, first we use substitute e2x=t, then we use the integration…

Q: 7 е. 7g(x)dx = 5

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Q: 5. (2x – 3V7) dx Solution:

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Q: y= x2/5 Local extrema

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Q: [3f(x) + 5g(x)] dx.

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Q: Jx-6 dx= .

A:

Q: part

A: Here part C and D are both same.

Q: 2x +1 (ii) Sa. dx . 6x² + x – 15 (ii) J

A: We first factor the denominator

Q: Sxę dx = -e* (x2 ++)+c

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Q: Sx²e* dx = %3D

A: Answer

Q: Evaluate Jcosx + 솔x)d a. b. (e* – 2x2 )dx

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Q: Differentiate. y = 6x/e^x

A: Given , y = 6xexDifferentiate with respect to x using quotient rule formuladdxf(x)g(x)=…

Q: (iii) dx 4-y: (1)y(0) = 1, (2°)y(0) = 5

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Q: -10 dx - 25 XVx2

A: we have to find integration

Q: Salve dy x(l+y) ニ。 XP

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Q: e5x dx + 1)2

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Q: action: dx y = Jo x+3x-5 %3D

A: Integrate the following function:∫032x+3x2+3x-5dx

Q: (2 + 3/x) dx = 20 %3D

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Q: S(3V+) dx (x + 3) + C %3D

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.