Reduce the following Boolean expressions to the indicated number of literals: 3) xy + x(wz + wz’) to three literals
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Reduce the following Boolean expressions to the indicated number of literals:
3) xy + x(wz + wz’) to three literals
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- Reduce the following Boolean expressions to the indicated number of literals: ( x ′ y ′ + z ) ′ + z + xy + wz to three literalsSimplify The Following Expression To A Minimum Number of Literals: ab'cd'e+e'h'+abcd'e+acd+ acf'gh' + acde' Note :- Do not quote a question solve that has already been solved because it is wrong. Do not answer a question if you are not 100% sure.Write out a truth table (including all four cases) for the following expressions. Here, p,q and r represent simple statements that can be true or false. a) ~p . q . ~r
- Write the symbolic statement, "p → (q ∨ ~r)" in words by choosing appropriate phrases for p, q and r.Translate the statement into equation: When three is multiplied by one less than a number x, the result is 10 less than 5 times the number x.Write the following compound statement in terms of the simple statements p, q, and r. "I go to office hours and ask questions, and my professor does not remember me." p: I go to office hours. q: I ask questions. r: My professor remembers me.
- Determine the value, true or false, of each of the following Boolean expressions, assuming thatthe value of the variable count is 0 and the value of the variable limit is 10. Give your answer asone of the values true or false.(count == 0) || (limit < 20)count == 0 && limit > 20(limit < 20) || (count > 5)Modify question 2 from Lab 2 such that if the value for Celsius is 100 or more, also display “Above or equalBoiling point of Water”Otherwise, display “BelowBoiling point of Water” python codingThe equation of a line in standard form is ax + by = c , wherein both aand b cannot be zero, and a, b, and c are real numbers. If b≠0, then –a/b is the slope of the line. If a = 0, then it is a horizontal line, and if b = 0, then it is a vertical line. The slope of a vertical line is undefined. Two lines are parallel if they have the same slope or both are vertical lines. Two lines are perpendicular if either one of the lines is horizontal and the other is vertical or the product of their slopes is –1. Design the class lineType to store a line. To store a line, you need to store the values of a (coefficient of x), b (coefficient of y), and c. Your class must contain the following operations: If a line is nonvertical, then determine its slope. Determine if two lines are equal. (Two lines a₁x + b₁y = c₁ and a₂x + b₂y = c₂ are equal if either a₁ = a₂, b₁ = b₂, and c₁ = c₂, or a₁ = ka₂, b₁ = kb₂ and c₁ = kc₂, and for some real number k.) Determine if two lines are parallel. Determine if…
- 3. Write Python expressions or assignments as specified:a. Assign x to be 5, y to be 10, and z to be 8.b. Write an expression that evaluates to the average of x, y and z.c. Write an expression that evaluates to the largest value among x, y, and z.d. Write an expression that evaluates to the median value among x, y, and z (Hint:the median of a, b, and c is a+b+c - max{a,b,c} - min{a,b,c}.)Given the following expressions, re-write them by writing some parenthesis based on the sequence on how they will be evaluated.Declare five variables a, b, c, d, e, and f. Assign a a number literal between 5 and 15 and assign b a different number literal between 5 and 15. Assign c the String literal value "Adam" and assign d the String literal value "Bob". Assign e the boolean literal true and f the boolean literal false. Report the results of performing the following calculations: a + b a + c a + e a + f c + d c + e c + f e + f a / b a % b a / c a / e a / f a > b a < b c > d c < d a > c a < c b < f b > f e == 1 f == 0 e == "" f == ""