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There are different standard forms for different things.

There is a standard form for scientific notation.

There is a standard form for the equation of a line, circle, ellipse, hyperbola and so on.

Q: What does each variable represent in standard form?

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Solve the standard form for the dependent variable, commonly 'y'.

For a polynomial in a single variable you start with the term containing the highest power of that variable and then follow with the next highest power and so on. For polynomials is several variables, you first group them by the sum of the powers of all the variables (remember that y is y^1). Then, you order each group by the power of one variable, then another variable and so on.

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Each of those numbers already is in standard form.

How do write 666 in standard form?

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Solve the standard form for the dependent variable, commonly 'y'.

It is an expression in two variable: it is NOT an equation. There is no standard form for expressions.

B is just a constant variable. In the standard form for the equation of a line y= ax +b. When x = 0, this is where we cross the y axis and the equation evaluates to b.

It is already in standard form.

A bar chart is a graph in the form of boxes of different heights, with each box representing a different category of data, and each height representing a frequency.

It will help us to In SOP standard form, every variable in the domain must appear in each term. This form is useful for constructing truth tables or for implementing logic in PLDs.

CANONICAL FORM: In canonical form each term (minterm or maxterm) must and should contains all literals corresponding to each variable of the function. It is obtained from truth table.Ex: F(x,y,z) = xy|z + xyz + x|y|z|Ex: F(x,y) = (x+y)(x|+y)STANDARD FORM: In standard form each term doesn't contains literals corresponding to each variable of the function. that is it may contains one or two or any number of literals in each term.Ex: F(x,y,z) = x + yz + x|y|Ex: F(x,y) = (x+y)x|

It is 2I + 1. The coefficient is put before the variable.

For a polynomial in a single variable you start with the term containing the highest power of that variable and then follow with the next highest power and so on. For polynomials is several variables, you first group them by the sum of the powers of all the variables (remember that y is y^1). Then, you order each group by the power of one variable, then another variable and so on.

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It really depends on the equation, but usually the answer is yes.

A linear equation is that equation in which a variable or variables has exponent equal to 1. For example, standard form of linear equation in one variable: a1x + a2x +.......+ anx = c Standard form of a linear equation : a1x + a2x +.........+ anx = c e.g. 4x + 3 =6, 3x + 6y + 5z = 2 etc.