Let X be a random variable with probability density function fx(x) = ccosx if -100 x 0 Otherwise. 1. Find the value of c. 2. Find the value of p₁ = P(-≤X ≤ 16). 3. Find the probability P₂ = P(X ≤). (c, P₁, P2) = 0.5000,0.3090,0.3459 π T

Q: At 4pm​, Li rented bikes from​ Pearl's Wheels. She returned the bike at 8​pm, after riding 39…

A: a. Person L rented a bike at 4 pm and returned it at 8 pm after tiding 39 miles.

Q: When 0.0709 is rounded to the nearest thousandth , the result is

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Q: Solve : (1/4)(4.4)(12)

A: To solve: (1/4)(4.4)(12)

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A:

Q: How did you get 0.5 please ?

A:

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A: Z~N(0,1) To find:

Q: It did not take the answer of (0.0214, 0.4786)

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A:

Q: what is the precision of 0.008?

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Q: How would you say 0.00000132?

A:

Q: using h as 0.05 it says 0.3487 is incorrect, help

A: We have to find  using improved Euler's method.

Q: Where does the 0.025 come from?

A: The given confidence level is 95%.

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Q: How do you go from 0.5833 to 0.7202

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Q: How were you able to calculate 0.7838?

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Q: A company's sales decreased 5% this year, to $6,585. What were their sales last year? (Round your…

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A: Given that: [3.85]