What does the word standard form means in math?

The standard form of a polynomial is the polynomial written in the simplest form so that a variable is represented as a single coefficient. For example, a polynomial in four variables in the standard form is one where the coefficient of the term x4 is 1. The other coefficients are all 0. Or if we have a polynomial where the coefficient of the term x2 is -3 and the coefficient of the term x is 2, the standard form is -3x2

What is a standard form of an equation?

A standard form of an equation is an equation in which all the variables are expressed in terms of the independent variable, its derivatives, and constants.

What does general form of a function mean?

A function is a mapping from one set of inputs to one or more outputs. If you graph a function, you get a shape. The shape of a function is called the function's graph. A function's graph may be a straight line, a parabola, an S or U shape, a circle, or any other shape. The standard form of a function is a graph of a function that is a line, a parabola, or an S or U shape.

What is the general form of an equation?

Before we do anything else, we need to define what an equation is. The simplest definition would be a string of symbols connected by equal signs. Each symbol can be any number, a variable, an exponent, or an operation. If you’ve ever looked at an equation on a test or in a textbook, you might have noticed something interesting: it looked a lot like algebra, but without a number in front of each variable. This is the standard form of an equation. You can write

What is the general form of the equation s=mx+b?

The general form of the equation s=mx+b is called the standard form of an equation of a line. If there are no algebraic mistakes, the graph of the line by this equation will be a straight line.