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Examples
Example 1
Graph the function:
Solution
The value of k in this equation is
, which indi
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Examples
Example 1
Determine the equation of the family of functions that would have
degree 4 a
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Examples
Recall:
Example 1
What is the equivalent trigonometric expression to
?
Solution
Using
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Examples
Example 1
Find the exact value of
.
Solution
Since
can be expressed as
use the
, we ca
Assessment - MHF4U k1+, Advanced Functions, 12, University - V.
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AfL Assignment: Analyzing Solutions
Instructions
You can either copy
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Examples
Example 1
Find a factor of the expression x3 + 2x - 6x - 12 using the
factor theorem.
Assessment - MHF4U k1+, Advanced Functions, 12, University - V.
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AfL Assignment: Using Logs and Exponen
Instructions
You can either co
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Examples
Example 1
A ball is rolling along a smooth surface starting at the
origin and ending u
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Examples
Example 1
In the coastal areas, the rise and fall of the tide is a
periodic event. In
Assessment - MHF4U k1+, Advanced Functions, 12, University - V.
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Assessment
AfL Assignment: Rational Inequalities
Instructions
You can
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Examples
Example 1
Describe the function defined by
Solutions
This represents a parabola with t
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Examples
Example 1
Find the equation of the function in the form
if the function passes through
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Examples
Example 1
In a previous lesson, we factored the equation:
The solution turned out to b
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Examples
Example 1
Find the asymptote(s) and state the domain and range of:
Solution
First, fac
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AfL Assignment: Exploring Transformation
Instructions
You can either c
Shavayiz
Unit assignment: Exponential and Logarithmic Functions
1 a) 32/3-4
= 32 x 34
= 3(2+4)
=36 cfw_since xa X xb = x (a+b)
b) (25 x 2-2)/22
= 23/22
=2
c) x8y4/xy3 cfw_ since x
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Examples
Based on what we learned in this lesson, we can now predict
the shape of any polynomia
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Examples
Example 1
The remainder theorem can be used to answer questions
regarding unknown coec
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Examples
Example 1
Find a factor of the expression x3 + 2x - 6x - 12 using the
factor theorem.
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Examples
Example 1
Identify all of the changes to original function and then
graph all of these
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Examples
Example 1
Classify each function as even, odd or neither.
a.
b.
c.
d.
Solution
a.
Ther
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Examples
Example 1
List the properties and sketch the graph of:
Solution
First, determine the i
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Examples
Click one of the following options for a tutorial on how to use Graph or Grapher
to gr
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Examples
Example 1
Solve
for the intervals
and
Solution
Start with the given equation
If
If
, t
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Examples
Example 1
For the functions
and
,
find:
a.
b.
c.
d.
Solution
a.
b.
1 of 11
2016-08-29,
Linear Programming:
Transportation Model
Lesson 10.1
Transportation Problem
Shipping Problem
The transportation or shipping problem involves
determining the amount of goods or items to be
transported