If S={x | 0<x<12}, M={x | 2<x<6},and N={x | 4<x<12}, find
(a) M∪N (b) M∩N (c) (S∩N)′ (d) M′∩N′
a) x | 2 < x <12
b) x | x = 5
c) little confused on
d)also confused on, Help please.
C) (S N) = {x | 4 < x
< 12}
(S N)' = {x |
-
< x < 4
or, 12 < x <
}
D) (M U N) = {x | 2 < x < 12}
(M U N)' = (M' N') = {x |
-
< x < 2
or, 12 < x <
}
If S={x | 0<x<12}, M={x | 2<x<6},and N={x | 4<x<12}, find (a) M∪N (b) M∩N (c)...
2d
and 4b
[2 リ 5 0 -6 200 x(0)=10 x' e2 0 0 |-6-1 3 0 42 0-1-2 x, 43,1 0 0 (d) x' = ' x' (c) x'=12-1-2|x; 2. The matrices in the following systems have complex eigenvalues; use Theorem 2 to find the general (real-valued) solution; if initial conditions are given, find the particular solution satisfying them. 1-x, x(0)-1 (b) x, = (a) x' = X; 0 20 x(0)-|2 이 x, (d) x'=1-20 (c) x' =10-1-6|x; L0...
9. Suppose X-N(12,3). Compute P(X>6). a. 0.0228 x~ N(M=12, 2=3) b. 0.7625 c. 0.9772 d. 0.6278 * =-P(L<-2.0) = 1-0.02275 = P(X>6)=0.9772 P(x) = P( 4 ) = P(Z > 6512)=P(L>-2.0)
Givens F (N) m(k)Vx (m/s) x(m) 36 12 0. Scenario1 Scenario 2 A. What is a,? S1 S2. What is r,, when t-3 s? S1. S2. B. C. What is v whent 3s? S1 S2. D. What ist when r 6 m? S1. S2. Givens T (N) m (kg)Viy (m/s) y(m) 78 20 Scenario 1 Scenario2 A. What is the weight of the object? S1. S2. What is ay? S1 S2. B. C. What is ri, when t-1 s? SI...
Let matrix M = -8 -24 -12 0 4 0 6 12 10 (a) Find the eigenvalues of M (b) For each eigenvalue λ of M, find a basis for the eigenspace of λ. (c) Is the matrix M diagonalizable? If so, find matrices D and P such that D is a diagonal matrix and M=PDP^−1. If not, explain carefully why not.
Let matrix M = -8 -24 12 0 4 0 6 12 10 (a) Find the eigenvalues of M (b) For each eigenvalue λ of M, find a basis for the eigenspace of λ. (c) Is the matrix M diagonalizable? If so, find matrices D and P such that D is a diagonal matrix and M=PDP−1. If not, explain carefully why not.
a. P(X=3)=
b. P(X=3)=
c. P(X=0)=
d. P(X=3)=
Please include Excel formula.
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please help
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