### Prerequisite Skills Review for MCF 3M1

```

GET A COMMON DENOMINATOR and add or
subtract the numerators

Examples: 1.

2.

Multiplication: Multiply the numerators
together and the denominators together.

Division: Multiply the first fraction by the
reciprocal of the second fraction.

Examples: 1.

2.

HOMEWORK: p.432 #1

Evaluating expressions:
Rule: Substitute in the values of the variables
and use BEDMAS
Ex. 1 Evaluate y if x = -2:
y  3x  4 x  5
Ex. 2 Evaluate y if x = 3:
4x  3 y  9  3
2
HOMEWORK: p. 433 # 1

Rules:

Only LIKE TERMS may be added or subtracted
When multiplying or dividing, use exponent laws

Distributive Property:

 a(b+c)

= axb + axc
Foil:
 (a+b)(c+d)
= ac + ad + bc + bd

1.

2.
2 x(6 x  5)
2a  35a  7

3. Evaluate if m = -4 and n = 2:
 3m(n  5)(2m  1)

HOMEWORK: p.423 # 1, p.430 # 1, p. 422 # 1


1) Read explanation at the bottom of p.424
and the examples at the top of p.425
2) HOMEWORK: p. 425 # 1

Example 1: Graph

y
y  2 x  5


x
y

-2

-1
0
1
2
x














x  3y  9
Example 2: Graph

y



x
-3
0
3
6
y

x














Example 1: Graph
y  x  2x  3
2
y
x
y

-3

-2

-1

0
1
x

2
3







◦ HOMEWORK: p. 426 #1










1)
2)
3)
4)
5)
Direction of opening
The vertex
The equation of the axis of symmetry
The x-intercepts
The y-intercept

y






HOMEWORK : p.429 # 1



x




























```