Bläddra i källkod

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 ## Laboratory session:
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 ## Laboratory session:
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-### Exercise 1
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+### Exercise 1: Implement the quadratic formula
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 In this exercise you will implement the quadratic formula to complete a game in which a frog leaps from one leaf to another. You will assume that the leaves are in the $$x$$-axis and that the leap is determined by a parabola that opens down. If you want the frog to leap from leaf to leaf, you must find a quadratic equation with a parabola that opens down and intersects the $$x$$-axis in the places where the leaves are located. Your task is to write the equations for the quadratic formula.
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 In this exercise you will implement the quadratic formula to complete a game in which a frog leaps from one leaf to another. You will assume that the leaves are in the $$x$$-axis and that the leap is determined by a parabola that opens down. If you want the frog to leap from leaf to leaf, you must find a quadratic equation with a parabola that opens down and intersects the $$x$$-axis in the places where the leaves are located. Your task is to write the equations for the quadratic formula.
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 **Instructions**
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 **Instructions**
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 1. Load the proyect `QuadraticFrog` into `QtCreator`. There are two ways to do this: 
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 1. Load the proyect `QuadraticFrog` into `QtCreator`. There are two ways to do this: 
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-### Exercise 2
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-In this exercise you will write a program to obtain a student's grade point average (GPA).
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+### Exercise 2: Write a program to obtain a student's grade point average (GPA)
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 Suppose that all courses in Yauco's University are 3 credits each and have the following point values: $$A = 4$$ points per credit; $$B = 3$$ points per credit; $$C = 2$$ points per credit; $$D = 1$$ point per credit y $$F = 0$$ points per credit. 
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 Suppose that all courses in Yauco's University are 3 credits each and have the following point values: $$A = 4$$ points per credit; $$B = 3$$ points per credit; $$C = 2$$ points per credit; $$D = 1$$ point per credit y $$F = 0$$ points per credit. 
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