All of the following are reserved keywords in C++ EXCEPT
1 answer:
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Answer:
Explanation:
The following code is written in Java. It creates the Card class and then uses it to create a full house and print out the rank and suit of every card in that hand.
class Card {
int rank;
char suit;
public Card(int rank, char suit) {
this.rank = rank;
this.suit = suit;
}
public int getRank() {
return rank;
}
public char getSuit() {
return suit;
}
}
class CardTester {
public static void main(String[] args) {
Card card1 = new Card(3, '♥');
Card card2 = new Card(3, '♠');
Card card3 = new Card(3, '♦');
Card card4 = new Card(2, '♦');
Card card5 = new Card(2, '♣');
System.out.println("Card 1: " + card1.getRank() + " of " + card1.getSuit());
System.out.println("Card 2: " + card2.getRank() + " of " + card2.getSuit());
System.out.println("Card 3: " + card3.getRank() + " of " + card3.getSuit());
System.out.println("Card 4: " + card4.getRank() + " of " + card4.getSuit());
System.out.println("Card 5: " + card5.getRank() + " of " + card5.getSuit());
}
}
Answer:
Solution: In this case, the system can be modeled as a function with two output signals,
where
where(x(t), y(t)) is the position of the tail in they plane. This model Is Clearly not linear. If the Input torque doubles, for example, the output values will not double. In fact, the output values are constrained to lie on a circle centered at the origin, regardless of the Input. For this reason, the model is BIBO stable. The output is always bounded. Thus, while our previous model was linear and unstable, this one Is nonlinear and stable. Which model is more useful?