Answer:
Malleability and ductility
Explanation:
Metals are also easily distinguished from non-metals and other materials in their ductility (ability to be drawn into a wire) and malleability (the ability to be beaten into a. sheet).
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Yeah, because it's normal to use the backup cameras when driving and according to the law they cannot tell you want not to do as long as you yourself are not breaking any laws.
Given that,
Token is 64 bytes long
The average number of stations that the token must pass = 20
We need to calculate the transmission delay for token
Using formula of transmission delay

Put the value into the formula




We need to calculate the average wait to receive token on an idle network with 40 stations
Using formula of average wait

Put the value into the formula



Hence, The average wait to receive token on an idle network with 40 stations is 1.024 ms.
The break statement can be used to eliminate the use of certain (flag) variables.
<h3>What is break statement?</h3>
A break statement is used to terminate the execution of the nearest enclosing for, do, switch, or while statement in which it appears.
The main purpose of break statement is to destroy the loop as soon as possible. For example if the given code asks a use input a integer number x. If x is divisible by 5, the break statement is executed and this causes the exit from the loop.
The advantage of break statement is it stops the case testing inside the block and break may be used within loops to alter control flow.
Therefore, the break statement can be used to eliminate the use of certain (flag) variables.
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The odd values in a list can be calculated by knowing the first and last number, whereas even numbers can be divided by two and the remainder is zero (0).
<h3>What are even numbers and odd numbers?</h3>
The even numbers can be found in a list because they are divisible by two and the remainder of this equation is always zero (0).
Conversely, odd numbers are those that cannot be divided exactly into exact entire numbers (e.g., 3, 5, etc).
The odd numbers in a list can be calculated by the equation ON (odd numbers): n/2 × [f + g], where 'f' is the first number and 'g' is the last number.
In conclusion, the odd values in a list can be calculated by knowing the first and last number, whereas even numbers can be divided by two and the remainder is 0.
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