Answer:
Explanation:
Let n be an integer
Given that 
is odd
To prove that n is even
a) Proof by contraposition
Let be non odd
Then this would be a multiple of 2 being even
i.e. we get cube of n is odd since gives remainder 1 when divided by 2
It follows that n is odd.
Thus proved by contraposition
b) contradiction method:
If possible let is odd for n odd.
Then we get
since n is odd,
is odd being the product of three odd numbers
When we add 5, we get
is even being the sum of two odd numbers
A contradiction
Hence our assumption was wrong
if n is an integer and n^3 + 5 is odd, then n is even
Software architecture divides an application into views
The baseline satellite<span> constellation consists of 24 </span>satellites<span> positioned in six </span>earth-centered orbital planes with four operation satellites<span> and a spare </span>satellite<span> slot in each orbital plane.</span>
I’d say message Brainly directly through email!! it would be easier for them to help solve the issue since all we really can do is assume what happened, I hope you’re able to figure it out =)
Answer:
"Deadlock" is the right solution.
Explanation:
- A deadlock seems to be a circumstance where certain (two) computer algorithms that share a similar resource essentially prohibit each other during manipulating the asset, leading to both programs withdrawing to operate.
- This occurs when multiple transfers or transactions block everyone by maintaining locks onto assets that every other activity also needs.
So that the above is the correct answer.
