What is java and it's features

A fuse work by option A.A material burn out when current is excessive.

What is the material burn?

A fuse may be a security gadget utilized in electrical circuits to secure against overcurrent or intemperate current stream. It comprises of a lean wire or strip made of a fabric that features a lower softening point or lower resistance than the rest of the circuit.

When the current passing through the circuit surpasses the appraised esteem for the combine, the wire or strip warms up due to the expanded resistance, and in the long run, it softens or breaks.

When the combine wire softens or breaks, it makes an open circuit, hindering the stream of current.

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D) MAX is a positional argument

Answer:

software developer- microsoft certified solutions developer

help desk technician- CompTIAA+
network design architect- Cisco certified internetwork expert

Explanation

edmentum

The Scientific Applications are :

Data AnalysisSimulation and Modeling

Business Applications:

Web DevelopmentData Management and Analysis

What is the Programming language?

Data Analysis: Python, R, and MATLAB are used in research for statistical analysis, visualization, and modeling. Scientists use programming languages for data processing, analysis, calculations, insights, simulations, and modeling.

Web Development: HTML, CSS, and JavaScript are used to create websites and web apps. HTML provides structure, CSS styles, and JavaScript adds interaction.

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Here are the matches between the Set Up Show commands and their definitions:

Show options: Determines options for a slide show (looping, pen colors, and so on).

Advance slides: Sets how one slide moves to the next during a presentation.

Show type: Determines settings for speaker, individual viewer, or kiosk mode.

Show slides: Selects which slides will be displayed during a presentation.

Multiple monitors: Determines which monitors will show which views.

Intro: This option is not listed in the provided definitions. Please provide more context or information so that I can assist you better.

None of the given options convincingly support the counterclaim that Wi-Fi strengthens an argument the most.

A. "Most popular": Wi-Fi popularity does not strengthen an argument. Technology's popularity doesn't necessarily bolster an argument. Wi-Fi's ubiquitous use and convenience don't necessarily strengthen an argument.

B. "Weakest": Wi-Fi is the weakest argument-strengthening component, contradicting the counterclaim. Wi-Fi's weakness in this scenario is unclear without more information.

C. "Oldest": Wi-Fi may not be the strongest argument-strengthening component. Technology's age doesn't always improve arguments. Relevance, dependability, and context determine Wi-Fi's argument-strengthening power.

D. "Most obscure": Wi-Fi being the most obscure would enhance an argument the most. Wi-Fi's obscurity does not strengthen an argument. If the audience doesn't comprehend a technique or concept, it may weaken an argument.

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Here's a Python function that takes an integer n as input and returns the largest prime palindrome that is less than n:

```python
def largest_prime_palindrome(n):
# Define a function to check if a number is prime
def is_prime(num):
if num < 2:
return False
for i in range(2, int(num**0.5) + 1):
if num % i == 0:
return False
return True

# Define a function to check if a number is a palindrome
def is_palindrome(num):
num_str = str(num)
return num_str == num_str[::-1]

# Loop through all numbers less than n in reverse order
for num in range(n - 1, 0, -1):
if is_prime(num) and is_palindrome(num):
return num

# If no prime palindrome is found, return None
return None
```

The function first defines two helper functions, `is_prime` and `is_palindrome`, to check if a number is prime and if it is a palindrome, respectively. It then loops through all numbers less than n in reverse order, checking if each number is both prime and a palindrome. If it finds a number that meets both criteria, it returns that number. If it doesn't find any prime palindromes, it returns `None`.

This solution should be efficient for large valuesof n because it checks for palindromes and primes separately and in the most efficient way possible. Checking for primes requires iterating through numbers up to the square root of the number being tested, and checking for palindromes just requires converting the number to a string and comparing it to its reverse. The function also uses the fact that the largest prime palindrome less than n must be less than n, so it loops through numbers in reverse order to find the largest one that meets both criteria.