Answer: True
Explanation:
Blending problem model applications are typical of Mixed Integer-Linear Programming (MILP).
They allow to demand satisfaction of blending several resources or materials to create products and allow one to include not only the cost of the resource, but also the differences in composition.
Answer:
True.
Explanation:
The database can contain "bad data".
Bad Data is incorrect,incomplete,irrelevant or inaccurate records and the bad data can only be corrected or by data cleansing.
Data cleansing is deleting the bad data from the database.It is very important technique which is implemented by almost every one dealing with bad data.
Hence we conclude that the answer to this question is True.
Answer:
oneMore(oneMore(oneMore(oneMore(oneMore(0)))))
Explanation:
- As a function has been explained which when given an integer results as a next integer. oneMore(given-integer)= next integer
- As we are restricted to use 0 only and can't use operators like + - * /.
- We have to obtain a value 5
- So doing step-by-step:
(oneMore(0))=1
(oneMore(oneMore(0)))=2
(oneMore(oneMore(oneMore(0))))=3
(oneMore(oneMore(oneMore(oneMore(0)))))=4
oneMore(oneMore(oneMore(oneMore(oneMore(0)))))=5
<span>c. return a pointer to the first appearance of c appearing inside s and nullptr (0) if c does not appear inside s.</span>
Answer:
Check the explanation
Explanation:
1) supposing the keystream is a stream that is of random bits in Z26, we can describe a stream cipher based on the Latin Alphabet that is as follows (where A ↔ 0, B ↔ 1, C ↔ 2 etc):
mod26
mod26
2)
= ” B ” − ” R ” = 1 − 17 = − 16 ≡ 10 mod 26 = ” K ” etc ·
The Decrypted Text is: ”KASPAR HAUSER”
