Answer:
Binary 1001 is decimal 9.
Explanation:
For this problem, we simply need to understand that a binary number can be converted to a decimal number with multiplication of the "on bits". Let's begin.
First, note that in binary, as digits grow to the right, they are being multiplied by 2. In decimal, as digits grow to the right, they are being multiplied by 10.
For example
0001 in binary is equivalent to 2^0 since a 1 is in the first position.
1 in decimal is equivalent to 10^0 since it is in the first position.
Taking this concept a bit further consider:
101 in binary is equivalent to 2^2 + 2^0 since a 1 is in the third position and a 1 is in the first position.
101 in decimal is equivalent to 10^2 + 10^0 since a value is in the third position and a value is also in the first position.
With this in mind, let's convert the binary 1001 to decimal.
1001
= 1 * 2^3 + 0 * 2^2 + 0 * 2^1 + 1 * 2^0
= 2^3 + 2^0
= 8 + 1
= 9
Hence, binary 1001 is decimal 9.
Cheers.
Answer:
def broken_keyboard(text, characters):
my_keys = [i.lower() for i in characters]
count = 0
words = list(text.split(" "))
for word in words:
word=word.lower()
for char in word:
if(char in my_keys or is not char.isalpha()):
count += 1
return count
Explanation:
The python function "broken_keyboard" returns the count of keys that can be used in the broken keyboard. It accepts two arguments, the strings of words and a list of character strings of letters that can be used in the keys.
<h2>My guess is B, C, and A. To be honest, I have no idea what the heck any of that means, but I got some pretty legit guesses. </h2>
Currently your motherboard will feature a 'legacy BIOS' mode that allows you to use software or hardware that might not be fully compatible with UEFI.
Bet bet bet i gotcha— my user is “stinkyminky84” sorry about the name i know ya weird lol.
