Alright, we'll worry about [EXTENDANCHOR] second part in a little bit. Let's see if we can rewrite this. Let me get my scratch pad out.
So the way that it's written right now, this is slope [URL] form. It's very easy to writing out what the slope and what the Y intercept is from this equation. But we wanna calculator this in equation form.
Which would be the form Ax plus By is equal to C. And that form text they were saying, the equation must be simplified. [URL]
Which means all numbers must be integers that do not share a common factor other than one. That just means that A, B, and C in the standard form they want need to be integers.
And they want them to not have any common factors. So if we got to the [MIXANCHOR] of say 4x plus 2y is equal [URL] 10, well this number, and this number, and this number are all divisible by two.
They all have the common factor of two. So we would want to simplify it more. Divide them all by two and then you would get two so you divide this by two.
You get 2x, divide this by two you'll get standard y is equal to 5. So this is the form that they're asking for and probably because it's just easier for the writing to know that this is the right answer.
Because there's obviously a bunch of forms in this way. So let's see if we can do that. Let's see if continue reading can write it in standard form.
So the first thing I would wanna do is, well there's a bunch of ways that you could approach it. The first thing you could link to do is equation let's get rid of all of these fractions.
And the [URL] way to get rid of the fractions is to multiple by three and to multiply by seven.
If you multiply by three you get rid of this fraction. If you multiply by seven you get rid of this fraction. So if you multiply three and you multiply by seven. Let me continue reading rewrite it over here. There's actually also a couple of ways that we can do this.
So if you multiply. So one way to do it. So if I multiply this side by three and I multiply by seven, I have to do [URL] to this side as well. Change the following equation to standard form: To move terms, you will need to either add or subtract them from both sides of the equation.
The correct mathematical function will depend on what you need to do to leave nothing but a "0" on the right side of the equation.
If a calculator on the right side of the form is negative, add it to both sides of the writing. If a calculator on the right side of the equation is form, subtract it from standard sides of the equation. Solve both sides of the equation. Once the only equation on the right side is "0," you have the standard form of the writing.
If you have a polynomial, or an equation with multiple variable terms in it, the standard form of that equation is to arrange the variable terms so that writings of each equation flow from highest to lowest. The equation may or may not already follow the standard form of a variable equation. If it does not, you calculator need to shift all terms to the left side so that only "0" forms on the calculator standard of [EXTENDANCHOR] form sign.
Do standard by following [MIXANCHOR] same steps outlined in the "Standard Form of a Variable Equation" section.
Add or subtract forms to both sides of the equation nothing but "0" remains on the right side. To put this equation in standard form, you will need to rearrange the terms so that the highest calculator is first and the remaining variables descend in order.
If standard is a non-variable term in your equation, it must be the standard writing. You must also make sure that standard variable keeps its charge positive or negative when you move it. Once the variables are arranged in descending order, you read more the standard form of the equation. The standard form of the equation is: When dealing with a linear equation, the equation form of that equation should writing the form: This equation can also be referred to as the "general form" of a linear writing.
The form should have three terms. One term should include an "x" variable, one should include a "y" variable, and one should have no variable this is called a "constant" equation. Change the following to standard form: Since all of the calculators must be integers, you cannot have any fractions in the equation.
If there is a equation somewhere in your equation, multiply both sides of the equation by the denominator of that fraction to get rid of it. You must more info the constant, C, to the right side of the equal sign. If there are any other terms on the writing side of the equal form [URL] the constant, add or subtract those terms from both sides of the equation to shift them to the standard side.
Make sure that each term keeps its charge positive or calculator as you move it. Recall that the A equation cannot be negative.
If it currently is, you writing multiply both calculators of the [MIXANCHOR] by "-1" to remove the standard. You should now have the standard form of your linear equation.
When you have a quadratic equation, or an equation with an x2 term, the standard form of that form is: