If p= 1.2% and n = 500, is the Poisson distribution a reasonable approximation of the binomial distribution? O yes no What is the mean of this binomial distribution (and the mean of the Poisson distribution used to approximate it)? What is the actual standard deviation of this binomial distribution? What is the standard deviation of the (approximate) Poisson distribution? Are these values in reasonable agreement? O yes no

Q: 2/dessribe the Domain

A: The given function is: z=-x2+y2

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A: The graph of the function is given.The aim is to find the function for the given graph.

Q: (3) dx x 1+√x

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Q: 9. X Y 8. 12 15 Z.

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Q: The distanced from P to the line l in R. D а b is given by |a x b| |a| d where Q, R are points on l…

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Q: 12. Stan³0 sec²0d0

A: Integration is done by "u" substitution method

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A: Given:   a/b = c  We solve it for b

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A: See the details solution in below

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A: Dimension of the vector space:- The number of element in any basis of a vector space. Dimension of…

Q: 2. Stan.xdx

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Q: 5. Evaluate

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Q: メ 3 メ

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Q: 1. 2. 3. x 4. x

A: If you are to get the measurement of those angles. 1. Corresponding angles are congruent.2. Vertical…

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Q: 4. 4x' +5y = 445 5x² - 3y = 473

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Q: 8.2p-16=7.2p-7

A: Given that, the equation is    8.2p-16=7.2p-7 we can also rewrite this equation in the following…

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Q: 8. Find the 84h ter m for I, 2,4,8.

A: To find the 8th term of 1,2,4,8,......

Q: 3. 4. Ps. 5. sPa+ aPa

A: Solution

Q: 20. Simplify v75+ v12- V108. O 7V3-5V5 O 11v3 O 5V3+2v3- 6v3 O V3

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Q: 10.1-2 q 6

A: Image is attached with detailed solution.

Q: 5.2 please

A: Given information 95% confidence interval = (128 minutes, 147 minutes)

Q: 4. Find L t4ent

A: H

Q: 1. x- 7;x= 23

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Q: 1. v₁ = (4, −2, 6, −4), V₂ = (6, −3, 9, −6)

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Q: In z [122 10. -da dx

A: NOTE: Refresh your page if you can't see any equations. . use the integration-by-parts method…

Q: 2. Evaluate. 27 3 21

A: Solve by indices property

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A: Given query is to find the value of x.

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Q: 4. Sdz 「号

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Q: 2- -4 -2 2 4 6. 8 10 12 -2- -4

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Q: 3

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Q: 2Σ2 Lk=1

A: We have to find sum

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Q: -1 3. 3. -1 214

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Q: Differentiate. x² + y? = 36

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Q: 3. J 2Vxdx

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Q: Find a parameterization for the curve shown in the figure below. 1.0 -1 1,0 デ(t) = where くtく

A: Here we have to find the parameterization of the given curve.