Mapa mental
Chapter 2 and 7.1
Contenido del mapa
Chapter 2 and 7.1
Section 2.2
- 2.2 is about solving equations being able to pick out Rate of Change and initial Value
- F(x)=5-2/3x
- It is Linear
- B= 5 and m = -2/3x
- It is Linear
- F(x)=5-2/3x
- 2.2 is about solving equations being able to pick out Rate of Change and initial Value
Section 2.3
- 2.3 is about being able to write out equations of a line and be able to model it
- 12x-y=-15
- Subtract 12x from both sides
- y=-15-12x
- m(x) = -12 b = -15
- y=-15-12x
- Subtract 12x from both sides
- 12x-y=-15
- 2.3 is about being able to write out equations of a line and be able to model it
Section 2.4
- 2.4 is about Being able to identify if lines are parallel or perpendicular
- and how to write the equations
- If the equation of a line is y=2x+4
- A parallel line is almost the same the slope will match but with different y - intercept
- So y=2x+7
- Perpindicular lines will have the opposite of the current slope and a different y-intercept
- Like y=-1/2x - 3
- Perpindicular lines will have the opposite of the current slope and a different y-intercept
- So y=2x+7
- A parallel line is almost the same the slope will match but with different y - intercept
- If the equation of a line is y=2x+4
- and how to write the equations
- 2.4 is about Being able to identify if lines are parallel or perpendicular
Section 2.5
- 2.5 is about determining what the best fit line is and how to draw one
Section 2.6
- 2.6 is about being able to take information and algebraically solve the questions about the model
- y=-15+3x
- How much is needed to profit $45?
- The answer is 60
- so x=20
- The answer is 60
- How much is needed to profit $45?
- y=-15+3x
- 2.6 is about being able to take information and algebraically solve the questions about the model
Section 2.7
- 2.7 is about identifying where lines intersect and how to find the exact point
Section 7.1
- 7.1 is about using the Substitution method and Elimination Method properly
- The Substitution method
- x=1/2y +3
- and
- 8x+3y=-11
- To solve
- 8(1/2y + 3) + 3y = -11
- 7y+24=-11
- Subtract 24 from both sides
- 7y=-35
- Divide by 7
- y= -5
- Put in one equation to find x
- y= -5
- Divide by 7
- 7y=-35
- Subtract 24 from both sides
- 7y+24=-11
- 8(1/2y + 3) + 3y = -11
- To solve
- 8x+3y=-11
- and
- x=1/2y +3
- The Elimination method
- 12x+y=12
- and
- 4x-3y=-16
- Multiply the top equation by 3
- 36x+3y=36
- The y values cancel out
- Leaving 36x=36 and 4x = -16
- Simplify
- Giving 40x=20
- Divide by 40
- x = 1/2
- Divide by 40
- Giving 40x=20
- Simplify
- Leaving 36x=36 and 4x = -16
- The y values cancel out
- 36x+3y=36
- Multiply the top equation by 3
- 4x-3y=-16
- and
- 12x+y=12
- The Substitution method
- 7.1 is about using the Substitution method and Elimination Method properly
Información
- Descripción
- Mapa Mental sobre Chapter 2 and 7.1, creado por Jordan Owens el 02/10/2017.
- Creado por
- Jordan Owens
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