Font size
WorksheetsREPRESENTATION OF FUNCTIONS
Total questions: 12
Worksheet time: 7mins
It is the set of ordered pairs.
RELATION
DOMAIN
FUNCTION
RANGE
It is a type of relation wherein one domain corresponds to one range only.
MANY-TO-ONE
ONE-TO-MANY
ONE-TO-ONE
MANY-TO-MANY
It is a special type of relation wherein one element in the domain corresponds to exactly one element in the range.
DOMAIN
RANGE
RELATION
FUNCTION
Which of the following types of relations are considered to be functions?
ONE-TO-ONE AND MANY-TO-ONE
ONE-TO-ONE AND MANY-TO-MANY
ONE-TO-MANY AND MANY-TO-ONE
ONE-TO-MANY AND MANY-TO-MANY
To determine if the sketch of the graph is a function or not, what test are we going to use?
Horizontal Line Test
Vertical Line Test
Diagonal Line Test
Curvilinear Line Test
Which of the following functions is considered one-to-one?
Linear Function
Quadratic Function
Circular Function
Absolute Value Function
What is the graph of a quadratic function?
Straight Line
Curvilinear
Parabola
Ellipse
Which of the following functions is considered to be a constant function?
y = x2 +1
y = x
y = 2x−5
y= 2
Refer to the following statements.
STATEMENT 1: The axis of symmetry is present on quadratic functions.
STATEMENT 2: A constant function is a one-to-one function.
Only Statement 1 is correct.
Only Statement 2 is correct.
Both statements are correct.
Neither of the statements are correct.
The profit of a t-shirt store is equal to the revenue of the shirt less its expenses. Suppose that each t-shirt has a selling price of P150.00, and the operating cost for all t-shirts, regardless of the number is P1,000.00. Represent the following situation as a function. Let f(x) be the profit of the store.
f(x) =1000x +150
f(x) = 1000x −150
f(x) = 150x−1000
f(x) = 150x +1000
The cost of P50,000.00 on a travel package to Vietnam, Cambodia and Thailand will be divided among members of the group with less than 10 people. Represent the following situation as function with x being the number of people in the team.
f(x) = 50,000 + x
f(x) = 50,000−x
f(x)= 50,000x
f(x) = x(50,000)
IN CAPITAL LETTERS, Write the complete name of your subject teacher in General Mathematics. Note: No dash in between middle name and last name.
(a)
