Reference no: EM131018001
Q1: What are the principals of Object Oriented Programming? (At least 100 Words).
Q2: Discuss Abstraction & Information hiding. (At least 100 Words).
Q3: Describe how Recursion problem-solving approach works with the help of an example. (At least 100 Words).
Q4: Discuss following statement with example(s) in 100 words: "complex problems can have simple recursive solutions".
Q5: Some recursive solutions are so inefficient that they should not be used. List and discuss factors that contribute to the inefficiency of some recursive solutions. (At least 50 Words).
Q6: Discuss Constructor and Destructor. (At least 100 Words).
Q7: Discuss Abstract data types. (At least 75 Words).
Q8: Discuss Inheritance and Namespaces. (At least 100 Words).
Q9: Discuss with examples the operation of displaying nodes in the linked list. (At least 75 Words).
Q10: Discuss with examples the operation of inserting nodes in the linked list. (At least 75 words).
Q11: Discuss with examples the operation of deleting nodes in the linked list. (At least 75 words).
Q12: Explain the differences between Array and Linked List. (At least 75 words)
Q13: Explain the differences between Shallow Copy and Deep Copy. (At least 75 words)
Q14: Discuss STL Classes and Iterators. (At least 75 words)
Q15: Describe with an example the Backtracking Strategy. (At least 75 words).
Q16: Describe with an example the process of Recursion. (At least 75 words).
Q17: Describe Eight-Queens Problem. (At least 75 words).
Q18: List the names of three types of algebraic expression; give one example of each.
Q19: How can we convert a fully parenthesized infix expression to a prefix form; discuss with an example.
Q20: How can we convert a fully parenthesized infix expression to a postfix form discuss with an example.
Q21: What do you understand by Functions? (At least 50 words).
Q22: What do you understand by Control Structures? (At least 50 words).
Q23: Discuss what you have learned in this course and how will this course help you in other programming courses? (At least 100 words).
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Equalize the collector currents
: In a differential amplifier using a 1.5-mA emitter bias current source, the two BJTs are not matched. Rather, one has twice the emitter junction area of the other.
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Find the input common-mode range
: (a) For vB1 = vB2 = VCM = 0 V, find VE, VC1, and VC2. (b) Find the input common-mode range. (c) If vB2 =0, find the value of vB1 that increases the current in Q1: by 10%.
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The buyer can cancel the contract
: The buyer can cancel the contract, obtain cover, sue to recover damages, recover the goods, obtain specific performance, or reject nonconforming goods. In this scenario, you will observe the actions taken by a customer of the fictional J.B. Used Cars..
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Who will bear more of the economic tax burden
: Consider the market for Idaho potatoes. The supply is very inelastic in the short run since farmers in Idaho cannot increase or decrease the supply of potatoes in the fall since the supply depends on how many seed potatoes they put in the ground i..
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Discuss inheritance and namespaces
: Discuss Inheritance and Namespaces. Discuss with examples the operation of displaying nodes in the linked list. Discuss with examples the operation of inserting nodes in the linked list.
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What is the slope of the ppf
: Identify whether or not the following statements are normative (N) or positive (P) - What is the slope of the PPF represented in the above table?
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A european subsidiary
: A U.S. firm has a European subsidiary that earns euros. The subsidiary has borrowed dollars at a floating rate of interest. What kind of risk does the subsidiary have? What kind of swap could be used to limit the subsidiary's risk? Be specific.
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Operate with a differential input voltage
: It is required to design an NMOS differential amplifier to operate with a differential input voltage that can be as high as 0.1 V while keeping the nonlinear term under the square root in Eq. (9.23) to a maximum of 0.04.
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What therefore is the strictness of the burden of proof
: What therefore is the strictness of the burden of proof that minimizes the expected cost of judicial error (the "optimal" strictness of the burden of proof)?
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