Answer:
1. 45
2. 90
3. 161
4. 227
Explanation:
Binary starts off with the first bit equaling 1 and then each subsequent bit being double the previous bit from right to left, so.
128, 64, 32, 16, 8, 4, 2, 1 In this example. If you imagine each 1 or 0 being and on or off for the value it's related to, you just add the numbers together that are on (with a 1 on them)
Yessirrr like 3 times a week
<span>Solid-state storage uses rigid metallic platters to store data using the magnetic charges of the disk's surface.</span>
Answer and Explanation:
A wildcard character is a character that can be substituted for either a single character or a string of characters. For instance, in certain operating systems, the asterisk character "*" can be used in lieu of a set of characters, while the character "?" can be used in lieu of a single character.
It is a special character that represents one or more other characters. The most commonly used wildcard characters are the asterisk (*), which typically represents zero or more characters in a string of characters, and the question mark (?), which typically represents any one character.
For example, in searching: run* would mean "any word that starts with 'run' and has any kind of ending." If you entered "run*" at a search engine that offered a wildcard character capability, you would get results for run, runs, running, runner, runners - in short, any possible word that might begin with the three letters.
Use of wildcard character:
Wildcard characters are utilized in customary articulations (a programming type wherein input information is adjusted depending on indicated designs) and in scanning through record catalogs for comparable document names (for instance, if all the work documents on an undertaking start with the characters "F7," you could undoubtedly find all the venture records by just looking for "F7*").
It is a special case character and is a sort of Meta character .
In different card games, a wildcard is an assigned card in the deck of cards.
Answer:
The program in python is as follows:
import math
def traj ect ory(th e ta,x,y,v):
t = ma th . tan(m ath . radians(theta))
c = math . cos(math . radians(theta))
g = 9 . 8
fx = x * t - (1/(2*v**2)) * ((g*x**2)/(c**2))+y
return round(fx,3)
print("x\t f(x)")
for x in range(0,17):
theta = 50
y= 10
v = 10
print(str(x)+"\t"+str(tr aje ctory (the ta,x,y,v)))
Explanation:
The question is incomplete. However, I have written the program to calculate the trajectory values f(x).
<em>See attachment for complete program where comments were used as explanation</em>
