Evaluate the following operations: (a) 1.1 +0.0 +1 (b) 1.0.1.0 (c) 1·0+ 1.0+ 0.1 +0.1
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- 2.) Q = {A, B} S = {a,b,c,d,e,f...z} qi = {A} F = {B} P = state A B a,b,c,d,e,f...y A B 28 B Bwrite a code that decodes the coloured bands on a resistor.Each colour band printed on a resistor has a corresponding numeric value, as shown in the table below: Colour Numeric value black 0 brown 1 red 2 orange 3 yellow 4 green 5 blue 6 violet 7 grey 8 white 9 To calculate the total resistance value, the following formula should be used: resistance=(10a+b)⋅10^c where a, b, and c are the numeric values of the first, second, and third colour bands respectively. For example, let's say that the colour bands on a resistor are red-green-orange. In this case, a=2, b=5, and c=3 (using the table). Hence the resistance value is 25000 ohms: resistance=(10*2+5)⋅10^3=25000 ohms Your task is to write a program which asks the user to input the three colour bands. The program should then calculate and output the resistance value indicated by the bands. As part of your solution, you must define and use a function named colour_to_number. This function should take one…Assume we are using constructive solid geometry (CSG) in 2D with union U, intersection n, and subtraction / operations. Check the example below to see how to draw a circle and draw the results of other cases using CSG. Example: circle(3,2, 1); //a circle centered at (3,2) with radius 1
- Q10) Minimize the following functions using Boolean algebra rules: 1- F(x,y) =x'y'+x'y+xy'+xy 2- F(A,B,C,D) =A'B'C'D'+A'B'CD'+AB'C'D'+AB'CD' EGIGIQ2/ Apply De-Morgan's theorems to the Following Expression ABC + DEFH.W:- Used Cramer's Rule to find the value of the variables in the following equations: F. 2x + z = 1 - (1) 2x + y = z = 1 3x + y -z = 1 (2) (3)
- .(mod12)9-=15 True O False OH.W:- Used Cramer's Rule to find the value of the variables in the following equations: H. - 4x + 2y9z = 2 -(1) 3x + 4y + z = 5 (2) x - 3y + 2z = 8Using Verilog operators listed in Table 8.2 , assume that A=4′b0110, B=4′b0010, and C=4′b0000 and evaluate the result of the following operations:A * B; A + B; A − B; ∼C; A & B; A B; AΛB; & A; ∼C; A B;A& & C; A; A < B; A > B; A! = B;