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Find the distance between two players on a mock tower defense game

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All right, this exercise requires a tiny bit of set up to properly motivate you.

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So imagine you're building a Tower Defense Game.

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This game has a map that's essentially a twodimensional coordinate system

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like a graph with X and Y points.

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There are towers at various spots and the location of a tower is marked with

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a coordinate, which is represented as a combination of an X and a Y value.

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So in the playground here, you've been provided with four values, towerX and

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towerY, which corresponds to the location of the tower.

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And then enemyX and enemyY, which corresponds to the location of the enemy.

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Now in this game, towers have a defined range.

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So for a game to work,

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we need to write logic to determine how far the enemy is from the tower.

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So to find the distance between two points on a coordinate space,

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we use the distance formula, which has the following stats.

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So first we subtract the distance between the X coordinates of the Tower and

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the Enemy and then we square it.

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We then do the same with the Y values.

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We add these resulting values together and then we obtain the square root.

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So in order to do this correctly, you either need to write these in steps or

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apply the right operators with the correct precedents into account.

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Now at this point, you don't know how to obtain the square root

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which is this last step here, but that's okay.

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At the very bottom, I have added this code for you.

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So here in this line of code, for you to get the square root,

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just enter the value for the sum of the squares inside these parenthesis.

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So replace this one.

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Okay, good luck, and in the next video, let's go over the solution.
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