Answer:
def replace_at_index(str, number):
new = str.replace(str[number], "-")
return new
print(replace_at_index("eggplant", 3))
Explanation:
- Create a function called <em>replace_at_index</em> that takes a string and an integer
- Initialize a new variable called <em>new</em>, that will hold the new string
- Replace the character at given index with dash using <em>replace</em> function, it takes two parameters: the first is the character we want to replace, the second is the new character.
- Return the new string
- Call the function with the required inputs
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<span>Controls are divided between two locations: (a) </span>Tools -> Options<span> -> Security -> Junk, and (b) Tools -> Account Settings -> *each account* -> Junk Settings.</span>
<span>Determining the keystrokes of opening the cmos editor depends on the ram contained in the parameters in BIOS.It can be a very daunting task however made more accessible by instructions detailed in various ways by others.Research is needed.</span>
Answer:
Learning opportunities for AI can be extended to all through the inclussion of courses and different teaching methods related to Artificial Intelligence, new technologies, computer science, programming and, in short, everything related to the digital world, in the educational plans at the national level. This is so because artificial intelligence and computer systems are the basis for the development of the new tools jobs of tomorrow. Thus, education in these subjects is essential so that citizens can enter the labor market once they acquire the necessary age, having the knowledge to do so in a proper way.
Answer:
The answer is below
Explanation:
The amount of power dissipated by a processor is given by the formula:
P = fCV²
Where f = clock rate, C = capacitance and V = Voltage
For the old version of processor with a clock rate of f, capacitance C and voltage of V, the power dissipated is:
P(old) = fCV²
For the new version of processor with a clock rate of 20% increase = (100% + 20%)f = 1.2f, capacitance is the same = C and voltage of 20% increase = 1.2V, the power dissipated is:
P(new) = 1.2f × C × (1.2V)² = 1.2f × C × 1.44V² =1.728fCV² = 1.728 × Power dissipated by old processor
Hence, the new processor is 1.728 times (72.8% more) the power of the old processor
