a two var max is cable of resizing maximum of how many switching functions??
a two var max is cable of resizing maximum of how many switching functions??
3. The maximum of two numbers x and y is denoted by max(x, y). Thus max(-1,3) max(3,3) - 3 and max(-1,-4) denoted by min(x, y). Prove that max(-4,-1) - -1. The minimum of x and y is max(z, y)ly- min(x, ) ty ly- max(x, y, z) -max(x, max(v, z) 2 (2a) (2b) Derive a formula for max(x, y, z) and min(x, y, 2), using, for example
2. How many cost functions in the SR and how many cost functions in the LR? Why do they differ?
Given: A MOSFET is used in a switching power-pole found in Fig. 2-4a of the text. The operating conditions are as follows: Vin 35V, 6 A, the switching frequency fs 300 kHz, and the duty ratio d 0.4 a) Consider the diode in the power pole. Assuming an offset voltage forward bias model of the free-wheeling diode in which VM 1.2 V, calculate the average forward power loss in the diode HINT: Consider Eq. 2A-1 b) In the diode reverse...
Problem 1. Establish the loading and moment functions for the beam using singularity functions. W max = 2 kN/m L WR = 1 kN/m TIITT - - >X 4 m- 4 m Problem 2. Take E=150 GPa and I=65x109 mm .Determine the maximum deflection of the beam. Use singularity functions. 2.20kN 800 N k am *2m ***227
Two people respectively 100kg and 70kg, are standing on a bridge
100m above water. They are attached to an bungee cable with
coefficient of k=3 kN/m. Find Initial length of the cable if its
max length is when the people touch the water. Height of people is
negligible. Found L initial to be 10.54m. Now I must find the
height person 2 (70kg) will reach on the way back up if person one
(100kg) were to let go when max...
1. Consider the two circuits shown in the figure. The first one is an infinite cable that carries a current I along the Z axis. The second circuit is a closed figure built by welding two straight segments of length h with two quarters of circumference of radius R. A current I flows in this second circuit, in the direction shown in the figure. Calculate: • what is the force (magnitude and direction!) that the closed circuit exerts on the...
Write templates for the two functions minimum and maximum. The minimum function should accept two arguments and return the value of the argument that is the lesser of the two. The maximum function should accept two arguments and return the value of the argument that is the greater of the two. Test your functions in a main program that propmts the user to choose what type of data they would like to compare (ints, doubles, or strings). Then, it should...
THIS IS ONE QUESTION
[6] (5 points) There exist four Boolean functions of a single variable and 16 functions of two variables How many functions of 5 variables are there? Support your answer. How many functions of n variables are there? Support your answer.
[6] (5 points) There exist four Boolean functions of a single variable and 16 functions of two variables How many functions of 5 variables are there? Support your answer. How many functions of n variables are...
ii) How many functions from set S to set T are one-to-one? ili) How many functions from set S to set T are onto? c) supposef(x)=x2. Name a domain and a codomain for which f is invertible. (5 points) 3. a) Find the decimal expansion of the integer that has (1001)2 as its binary expansion. (4 points) b) Prove or disprove: If a b(mod 2m), then ab(mod m) (8 points) c) Solve: 1313), x (mod 11). (6 points)
Problem 05.008-Properties of the convolution of two rect functions. 4 points what are the maximum and minimum values of y for all time? The maximum value of y is and the minimum value is eBook Hint