1. 0
2. 1/√2
3. √2
4. ∞
∞
1. Augmented matrix [P q] must have the same rank as matrix P
2. Vector q must have only non-zero elements
3. Matrix P must be singular
4. Matrix P must be square
Augmented matrix [P q] must have the same rank as matrix P
1. Independence of P and Q implies that probability (P ∩ Q) = 0
2. Probability (P ∪ Q) > Probability (P) = Probability (Q)
3. If P and Q are mutually exclusive,then they must be independent
4. Probability (P ∩ Q) < Probability (P)
Probability (P ∩ Q) < Probability (P)
1. -1/3
2. 1/4
3. 1/2
4. 1
1/2
1. x(t)=X0e-3t
2. x (t) = X0e-3
3. x (t) =x0e-t/3
4. x (t) = X0e-t
x(t)=X0e-3t
1. x1 X’2 ? XM
2. X1 X’2 ? XM
3. X1 = X’2 ? XM
4. X1 = X’2 ? XM
X1 = X’2 ? XM
1. Star - Star
2. Star - Delta
3. Delta - Delta
4. Delta - Zigzag
Star - Delta
1. W
2. X
3. Y
4. Z
W
1. (1 - s)2
2. (1 - s)
3. √(1 - s)
4. (1 -√s)
(1 - s)
1. 4,0.4
2. 100,10
3. 4,10
4. 100,0.4
100,0.4