- #1
kkafal
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f:R->R is differentiable and f'(x)=[x^2/1+(x^2))] and f(0)=0.
check whether 0<=f(x)<=x for all x belonging R.
Thanks.
check whether 0<=f(x)<=x for all x belonging R.
Thanks.
kkafal said:f:R->R is differentiable and f'(x)=[x^2/1+(x^2))] and f(0)=0.
check whether 0<=f(x)<=x for all x belonging R.
Thanks.
Derivation is the process of obtaining a new word or form from an existing word by adding affixes or changing the word's structure.
Derivation allows for the creation of new words and expands the vocabulary of a language. It also helps to convey specific meanings and nuances in communication.
The three main types of derivation are prefixation, suffixation, and conversion. Prefixation involves adding a prefix to the beginning of a word, suffixation involves adding a suffix to the end of a word, and conversion involves changing the word's part of speech without adding any affixes.
Derivation involves creating new words through the addition of affixes, while inflection involves modifying a word to indicate grammatical categories such as tense, number, and gender. Derivation changes the meaning or part of speech of a word, while inflection does not.
Some examples of derived words include "unhappy" (derived from "happy"), "happiness" (derived from "happy"), and "unbelievable" (derived from "believe"). Other examples include "friendship" (derived from "friend"), "misunderstanding" (derived from "understand"), and "unfriendly" (derived from "friend").