Chapter 2

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19 Terms

1
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This is the linear equation with one equation

ax+b=0

2
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This is the linear equation with two variables

ax + by = c

3
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<p></p>

  • Find the LCD (12)

  • Multiply both sides by the least common denominator.

  • Simplify

<ul><li><p>Find the LCD (12) </p></li><li><p>Multiply both sides by the least common denominator. </p></li><li><p>Simplify </p></li></ul><p></p>
4
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Solve for x if y= 0.72

  • y=1.312x-2.56

0.72=1.312x-2.56

Add 2.56 to both sides and then divide by 1.312 to find x.

x= 2.5

5
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This is any number a for f(a)=0

A zero of a function.

6
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What are zeros also called?

  • X-intercepts

  • Real zeros

  • Real Solutions

7
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This is a collection of linear equations containing the same set of variables

A system of equations.

8
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Solving Break Even: R=5585x and T(C)=61,740+440x

  • Y1= 5585x

  • Y2= 61,740+440x

  • Find point where they intersect

<ul><li><p>Y1= 5585x</p></li><li><p>Y2= 61,740+440x</p></li><li><p>Find point where they intersect</p></li></ul><p></p>
9
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  • Isolate the Y by subtracting x value on both sides

  • Divide both equations by the Y coefficient

  • Find where they intersect

<ul><li><p>Isolate the Y by subtracting x value on both sides </p></li><li><p>Divide both equations by the Y coefficient </p></li><li><p>Find where they intersect</p></li></ul><p></p>
10
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How do we solve via substitution?

1) Solve one equation for a variable,

2) Substitute that variable into the other equation.

11
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! Isolate the Y !

Find x value and substitute it into the equation with the isolated y

<p>! Isolate the Y !</p><p>Find x value and substitute it into the equation with the isolated y </p>
12
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Plug the x value into an equation to get the y

<p>Plug the x value into an equation to get the y </p>
13
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Unique Solutions

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14
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No solutions

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15
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Infinite Solutions

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16
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This is a statement that one quantity or expression is greater than, less than, greater than or equal to, or less than or equal to another

What is an inequality

17
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  • Graph these lines, and find their point of intersection

18
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These are inequalities that are connected by the words and or or. These can be solved algebraically or graphically

What are double inequalities?

19
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A student has taken four tests and has earned grades of 90%, 83%, 93%, and 85%. IF all five tests count the same, what grade must the student earn on the final test so that the average is at least 80% and less than 90%?

80<90+88+93+85+x/5<9

  • 80< 356+x/5<90

  • 400<365 +x <450

  • 44<x<94