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The quadratic formula is ax2+bx+c=0 and that helps us find the projection of parabolas.

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A quadratic equation has a specific formula which is ax2+bx+c= 0.

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A quadratic equation is where the highest exponent is squared and it doesn't equal to 0.

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Quadratic equation
ax2+bx+c=0

Because, there are many examples in real life such as rainbow and throwing a ball. We can use quadratic equation to real life.

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We're learning quadratic equations because it simulates in what happens in the real world

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we are learning about this because it is an equation to find out how to make arches

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We are learning about this because it relates to real life situations. For example when you put a marker under a spoon to make a catapult for a ping pong ball, the pattern of the ping pong ball falling is a quadratic equation.

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A quadratic equation is an equation where the highest exponent is squared. We are learning about them because they can apply to real-life situations.

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They are equation where x represents something known, in a quadratic the other variables represent numbers that don't equal to 0

The reason this is important is you can create useful products in higher paying jobs if you know quadratics

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We are learning this because we can use it in our real life. For example we can use quadratic equation to know the height and time of a ball that we throw.

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We are learning about this because it relates to real world situations for example when you make catapult with a marker, spoon and a ping pong ball. the ball will go flying and make a curve in the air before it crashe's

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A quadratic equation is when the equation's exponent of a variable is squared and only one of them is

Why we are learning about quadratic equation is because its something that we do in math and it may become a use when we grow up

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A quadratic equation has a structured format that lets you know wether or not the equation is quadratic or not. A standard quadratic equation is ax2+bx+c=o. What makes it a quadratic is because in the equation, it includes a variable that is squared. The reason we are learning about quadratics is because of how it connects to real life.

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A quadratic equation is where the highest exponent of a variable is squared

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we are learning how to solve quadratics to solve real life examples .

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We are learning about quadratic equations because it simulates what happens in real life

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We are learning about quadratic equations because it is the equation to find arches.

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A quadratic equation looks like ax² + bx + c = 0

We need quadratic equations because it is something that will occur in real life situations. It shows how much an object can go up in the air.

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A quadratic equation looks like ax^2+bx+c=0

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A quadratic equation is an equation looks like ax²+bx+c=0
We need quadratic equation because quadratic equation are used in real life. (buildings, fireworks, bridges

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A quadratic equation is an equation that looks like this: ax2 +b x+ c = 0.
What makes it a quadratic equation is that only one of the variables has an exponent of 2.
We are learning how to use and solve quadratic equations because Math.
Also we can use the quadratic equation to solve for the value of "x" in and equation where we only know the value of "a", "b", and "c".
Quadratic equations can be used to find the distance that a projectile can travel in the air. If we graph that quadratic equation on paper, we could find at what distance will the projectile land on the ground.