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Power Functions - Multiplying Functions
Enter the answer below to practice entering answers.
There is a box for the coefficient, variable, and power.
These points will count toward your score.
When we multiply functions we will need to FOIL*.
Example:
Answer:
g(a) • f(a) = (a + 5) • (a + 4)
g(a) • f(a) = a2 + 9a + 20
Multiplying functions to get a power function
a2 + 4a + 5a + 20
a2 + 4a + 5a + 20
+
+
*Also known as thedistributive property.
When we multiply functions we will need to FOIL*.
Answers should be in standard form:
biggest exponent first, followed by next biggest, etc.
Answer:
Multiplying functions to get a power function
+
-
*Also known as thedistributive property.
When we multiply functions we will need to FOIL*.
Answers should be in standard form:
biggest exponent first, followed by next biggest, etc.
Answer:
Multiplying functions to get a power function
-
-
*Also known as thedistributive property.
When we multiply functions we will need to FOIL*.
Answers should be in standard form:
biggest exponent first, followed by next biggest, etc.
Answer:
Multiplying functions to get a power function
-
+
*Also known as thedistributive property.
When we multiply functions we will need to FOIL*.
Answers should be in standard form:
biggest exponent first, followed by next biggest, etc.
Answer:
Multiplying functions to get a power function
+
+
*Also known as thedistributive property.
Bu testleri alan öğrenciler ayrıca şunları da aldılar: :
Power functions - adding functions
Power functions - subtracting functions
Lesson: trig soh cah toa
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