Q: Assistance in understanding this exercise on how 1/154 came about for finding the value c, thanks.
**Please give the step by steps with details to completely see how the solution came about.
1) 0+1+2+...+x= x(x+1)/2 ?
02+12+22+...+x2= x(x+1)(2x+1)/6 ?
using the equations from the previous parts:

f(x,y) =
c(x+1)(4-x)(-y2+2y+3)
=
c(x+1)(4-x)(-x(x+1)(2x+1)/6 + 2(x(x+1)/2) + 3(x+1)) ?
=
c(x+1)(4-x)((x+1)/6)(-2x2+5x+18) ?
=
c((x+1)2/6(4-x)(-2x2+5x+18) ?
= 12c+42c+60c+40c
= 154c
c=1/154
Q: Assistance in understanding this exercise on how 1/154 came about for finding the value c,...
Q: Asking for assistance in understanding and solving this
example on Probability and Statistical with the steps of the
solution to better understand, thanks.
**Please give the step by steps with details to
completely see how the solution came about.
1) The joint pmf of X and Y is given by: f(x,y) =
c(x+1)(4-x)(y+1)(3-y), x=0,1,2,3 y=0,1,2 with y
x.
(a) Find the value of c.
(b) Sketch the support of X and Y.
(c) Record the marginal...
Q: Assistance in understanding and solving this example from
Probability and Statistical (Conditional Distributions) with the
steps of the solution to better understand, thanks.
**Please give the step by steps with details to
completely see how the solution came about.
1) Let X and Y have the joint pmf: f(x,y) =
(x+2y)/33, x = 1,2 y = 1,2,3.
a) Display the joint pmf and the marginal pmfs on a graph.
b) Find g(x
y) and draw a figure depicting the...
Q: Help in understanding and solving this example from
Probability and Statistical (Conditional Distributions) with the
steps of the solution to better understand, thanks.
**Please give the step by steps with details to
completely see how the solution came about.
1) Let X and Y have the joint p.m.f: f(x,y) =
(x+2y)/33, x = 1,2 y = 1,2,3.
a) Display the joint p.m.f and the marginal p.m.f.s on a
graph.
b) Find g(x
y) and draw a figure depicting the...
Q: A car dealer sells X cars each day and always tries to sell
an extended warranty on each of these cars. Let Y be the number of
extended warranties sold, then Y >= X. The joint pmf of X and Y
is given by:
**Please give the step by steps with details to
completely see how the solution came about.
1) The joint pmf of X and Y is given by: f(x,y) =
c(x+1)(4-x)(y+1)(3-y), x=0,1,2,3 y=0,1,2 with y
x....
Q: Assistance to understand clearly and solve this example from Probability and Statistical Inference with the steps of the solution to better understand, thanks. **Please give the step by step with details to completely see how the solution came about, plenty of thanks. 1) A random sample of 48 women who were test for cholesterol was classified according to age an cholesterol level and grouped into the following contingency table: age <=210 >210 Totals <50 >=50 Test the null hypothesis...
1. If the vectors
and
are orthogonal with respect to the weighted inner
product
<
> =
, what must be true about the weights
?
2. Do there exist scalars k and m such that the vectors p1 =
2+kx+6, p2 =
m+5x+3 and
p3 = 1 + 2x + 3 are mutually
orthogonal with respect to the standard inner product on P2?
N 12 We were unable to transcribe this image= 1211 + Աշշ W1, W2 We were...
let f(X)=5x^3-13x^2+11x+4 if the interval of difference in 1
then cosider following statement 1.
^3f(x)=30 for all x 2.
^2f(x)=34 for x=1 3 .f(x)=
4 foe x=1 which of the statement c. if
^nO^m =
^nX^m then what is the value of O^6. what is the fun where first
difference in 3x^2+7x+10 and assume h=1.
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Which of the following is the residual plot for the data in the
given table?
x
1
2
3
4
5
6
y
15
19
18
31
18
31
a)
b)
c)
d)
e) None of the above
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Let S ⊆
be the tetrahedron having vertices (0, 0, 0), (0, 1, 1), (1, 2,
3), and (−1, 0, 1).
Let f :
→
be the function defined by f(x, y, x) = x − 2y + 3z.
Using the change of variables theorem,
rewrite
as an integral over a 3-rectangle, then use Fubini’s theorem to
evaluate the integral.
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Q: Assistance in understanding and solving this example on Probability and Statistical with the steps of the solution to better understand, thanks. **Please give the step by steps with details to completely see how the solution came about especially on the table. 1) Let X1 and X2 be two independent random variables. Each follows a discrete Uniform distribution on S={1,2,3,4}. Let X=X1 and let Y=X1+X2. (a) Fill in the joint probability distribution f(x,y) in the table: x\y 2 3 4 ...