Given x=11t -30 and y=121 sint dy dx dy

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Q: Given æ = 11t – 10 and y = 121 sin t dy (i) dx dy (ii) dx? ||

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Q: Given x = 8t - 21 and y = 64 sin t dy (i) dx dy (éi) dx?

A: I am attaching image so that you understand each and every step.

Q: = (x²ye 3xy²) dy dx

A: dx = x2yey3 - 3xy2 dy

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A: we have to derivative with respect to x

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Q: NOTE: Enter the exact answer. dy dx

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Q: Y= cos? (InX+e*)

A: Given that y=cos2ln x+e2x find dydx

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Q: Given x = 2t - 35 and y = 4 sin t dy (i) dx dy (ii) dx2

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Q: If x 2 + y 2= 25 , find dy /dx

A: Given,        x2 + y2 = 25

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A: Given data:     The given integral is: .   The expression for the Green’s theorem is, Compare it…

Q: Given x 13 In(t) and y = 169 t² then find dy dx

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Q: (e* + y)dx + ( 2+x+ ye )dy =0

A: See the details solution in below

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Q: dy b) If y = sec (sint), and t = Vx + 4 find dx

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Q: If y=x2ex sin x,Find dy/dx

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Q: Find the solution dy y =Dxy dx

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Q: ?cos(xy)dxdy

A: The objective here is to evaluate the double integral: ∫01∫0πx2cosxydxdy

Q: NOTE: Enter the exact answer. r3-y 5y dx dy

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Q: NOTE: Enter the exact answer. xe*y dy dx

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Q: Given z = 11t - 48 and y = 121 sint dy da dy dx2

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Q: Solve the following bernoulli equation dy/dx +y/x =xy^2

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Q: culate dy/dx.

A: Given that : The equation is x = e 2t + t3 , y = t2 e- t .

Q: Given x = 75 sint + 30 and y= 75 cost +4 dx (i) dt dy (ii) dt dy (iii) dx || ||

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Q: If cos (xy) = y-1, then the value of dy/dx when x=π/2 and y = 1 is?

A: If cos (xy) = y-1, then the value of dy/dx when x=π/2 and y = 1 is?

Q: Solve the following: dy 1. (x - y)= x + y dx

A: Hi there, At a time we can answer only one question and the exact one was not specified. So, I have…

Q: xe*y dy dx

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Q: Given x = 4t - 22 and y =16 sin t dy dx dy dx2

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Q: /16- y? (x² + y?) dx dy 0 Jo

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Q: 35. x dx + Ja? - x² dy = 0. ,2

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Q: If y = 4x sin (5x), find Y a. dx

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Q: Given x 19 ln(t) and y 361 t2 then find dy dx d²y dx2

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Q: (e* + y)dx + (2 + x + ye')dy = 0

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Q: If y=x2ex  sinx ,FInd dy/dx

A: The given equation is, y=x2exsinx Then, differentiate by the chain rule as,…

Q: Find , given y = 5² 6n² a dy dx

A: ddx(5x6ln2(x))We know that…

Q: dy Solve = y(xy' -1). dx

A: Given dydx = y(xy3-1)dydx = xy4-ydydx+y = xy41y4dydx + 1y3 = x…

Q: (e* + y)dx + ( 2+ x + ye )dy =0

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Q: Given x = 13t – 6 and y = 169 sin t dy dx d²y dx? ||

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Q: If y= cose* then dy dx 11

A: Solve the given

Q: dy – y – e* = 0 dx

A: We will find out the required general solution

Q: If Xy +y'=1, find at the point Co,-1) 4P dx 2 5- the value of

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Q: Find y subject to the conditions dy/dx = 2x – 3 and y(0) = 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.