Identify: function, equation and inequality \(\displaystyle{y}={x}^{{2}}+{1}\) \(\displaystyle{2}{x}-{10}{>}{x}+{3}\) \(\displaystyle{x}^{{2}}+{y}^{{2}}={1}\)

Deangelo Hardy

Deangelo Hardy

Answered question

2022-04-08

Identify: function, equation and inequality
y=x2+1
2x10>x+3
x2+y2=1

Answer & Explanation

cloirdxti

cloirdxti

Beginner2022-04-09Added 12 answers

1) y=x2+1
There are 2 variables and we will get values of y for each value of x. Thus, it is a function.
2) 2x10>x+3
Here > sign is used. Thus, it is an inequality.
3) x2+y2=1
For each values of x or y, we will get 2 values of x and y. Thus, it is an equation.

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