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vodka [1.7K]
1 year ago
8

A programmer intended to compute (a AND b) OR c, and wrote the following code, which sometimes yields incorrect output. Why

SAT
1 answer:
atroni [7]1 year ago
3 0

A programmer intended to compute (a AND b) OR c, and wrote the following code, which sometimes yields incorrect output. The reason for this is because:

  • AND and OR are logical operators that operate on Boolean expressions to return true or false results.
  • However, | and & are bitwise operators that act on a given number's binary digits bit by bit and yield a new number after the operation.

<h3>Who is a computer programmer?</h3>

A computer programmer is a person who specializes in creating codes with which a computer is instructed to achieve a specific and expected output.

<h3>What are the other reasons for the inconsistent yield or output?</h3>

The program attempts to calculate (a AND b) OR c using the logical operators AND and OR, which will return either 1 (True) or 0 (False) depending on the inputs.

However, in the program, the programmer used the bitwise or(|) and bitwise and(&) operators: c | (a & b), which returns a new number depending on the values of a, b, and c.

As a result, it will produce the right outcome only when the logical AND - OR operation and bitwise and - or on inputs a, b, and c produce either 0 or 1. Otherwise, the outcome will be inaccurate.

As a result, the right response is that bitwise operators should be substituted by logical operators.

Learn more about programmers:
brainly.com/question/23275071
#SPJ1

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shepuryov [24]

The distance below the bridge that  kate will eventually be hanging, once she stops oscillating and comes finally to rest is: d = mg/k + L.

<h3>Distance</h3>

LetForce exerted by a spring=F=kx

Let x = (d – L)

Let d= Total length of the bungee cord

Let set this equal to the gravitational force

F(spring) = k(d – L)

F(gravity) = mg

Hence:

k(d – L) = mg

(d – L) = mg/k

d = mg/k + L

Inconclusion  the distance below the bridge that  kate will eventually be hanging, once she stops oscillating and comes finally to rest is: d = mg/k + L.

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There are a lot of  inverse functions and relations. An example of this 6-2 skills math is find the inverse of  the following relations {(3, 1), (4, -3), (8, -3)}.

<h3>What is inverse functions?</h3>

The term inverse function connote a type of function (f) that is also a function that often undoes a form of operation of (f).

The inverse of the relations. {(3, 1), (4, -3), (8, -3)} is therefore

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