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Gala2k [10]
2 years ago
7

Which evidence from "Charles" supports the inference that Laurie enjoys that his parents believe his stories about Charles? Sele

ct the two correct answers. "'Look down,' Laurie said. 'Look at my thumb. Gee, you're dumb.' He began to laugh insanely." "'Charles,' Laurie said. 'He gave the crayons around and he picked up the books afterward and the teacher said he was her helper.'" “The next day Laurie remarked at lunch, as soon as he sat down, 'Well, Charles was bad again today.' He grinned enormously.” "'Well, he certainly likes kindergarten,' I said. 'He talks about it all the time.'"
Mathematics
1 answer:
ratelena [41]2 years ago
5 0

Answer:

'Well, Charles was bad again today.' He grinned enormously.” "'Well, he certainly likes kindergarten,' I said. 'He talks about it all the time.'"

Step-by-step explanation:

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If an exponential model was used to fit the data set below, which of the following would be the best prediction for the output o
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Answer:

The equation is found to be: y = 50.6e^{0.16x}

y(20) = 1241.34

Step-by-step explanation:

The given data is:

x:   3          7         11        14          17

y: 83      142      301     450      722

Now, we find sum summation values, relevant to the formula of exponential regression model, using calculator:

∑ ln y = 27.77305, ∑x ln y = 308.1494, ∑x = 52, ∑ x² = 664

and, n = no. of data points = 5

Now, we use formulae of exponential regression model to find out values of constant:

b = (n∑x lny - ∑x ∑ln y)/[n∑x² - (∑x)²]

b = [(5)(308.1494) - (52)(27.77305)]/[(5)(664) - (52)²]

b = 0.16

Now, for a;

a = (∑ln y - b∑x)/n

Therefore,

a = [(27.77305) - (0.16)(52)]/5

a = 3.9

For, α:

α = e^a = e^3.9

α = 50.6

So, the final equation of exponential regression model is given as:

y = \alpha e^{bx}\\ y = 50.6e^{0.16x}

Now, we find value of y for x = 20:

y(20) = (50.6) e^(0.16*20)

<u>y(20) = 1241.34</u>

8 0
2 years ago
Suppose that A, B, C, are independent random variables, each being uniformly distributed over (0, 1). (a) What is the joint cumu
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Answer:

a)  F (A , B,C)(a,b,c) = abc

b) Answer is in derivative

Step-by-step explanation:

Hence area is maximum x=6

For ( a,b,c) ∈ (0,1)

We have that      

F A, B,C (a,b,c) = A≤ a , B≤ b , C≤c

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A , B, C ≈ unit  (0,1) we have that

  P (A≤a) =a

 P (B≤b) =b

   P (C≤c)=c

Thus

F (A , B,C)(a,b,c) = abc

b) Answer is in derivative

5 0
2 years ago
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