Question 14 Which of the following statements is NOT true for a normal distribution? The areas on each side of the mean are the same. Different normal random variables with the same mean but different standard deviations are centered at different points. It is bell-shaped. The total area under the curve is 1.

Q: dt t3 Vt? - 9 J3v2

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Q: Find the antiderivative of  x4(5x5 + 1)5

A: To find out the antiderivative we use u- substitution method

Q: Let z = x +3xy+ 2y . Find and

A: Given function is z= x^2 +3xy +2y^2

Q: Calculate (a +5) -č where a = (-1, 2, 3), 5= (1, 1, 1) and = (2,-2, 1)

A: Consider two vectors u→=u1, u2 and v→=v1, v2. Then the sum of these two vectors is defined by…

Q: Evaluate for: x = -2, y = 4, and z = 16 * J16 - (y +x)? |-2| 6. -14 O 2 18

A: To solve the given expression with  x =- 2, y = 4 And z = 16

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A: Evaluate ∫42x-x2 dx

Q: K dt ²-10t + 29

A:

Q: Use the accompanying figure to write each vector listed as a linear combination of u and v. Vectors…

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Q: Find f if Vf = 10xy i + (5x² + 20y³) j f =

A: We have to find the function .