
Summative Test: Continuity of Functions
Quizย by Dan Russell Ventura
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- Q1
Given the graph, the function is continuous at x = 0.
truefalseTrue or False30sSTEM_BC11LCIIIc-2 - Q2
Given the graph, the function is continuous at x = 1.
falsetrueTrue or False30sSTEM_BC11LCIIIc-2 - Q3
Given the graph, the function is continuous at x = 2.
truefalseTrue or False30sSTEM_BC11LCIIIc-2 - Q4
Given the graph, the function is continuous at x = 3.
falsetrueTrue or False30sSTEM_BC11LCIIIc-2 - Q5
Given the graph, the function is continuous at x = 5.
falsetrueTrue or False30sSTEM_BC11LCIIIc-2 - Q6
Given the graph, the function is continuous on the interval [-11,-6].
falsetrueTrue or False30sSTEM_BC11LCIIIc-3 - Q7
Given the graph, the function is continuous on the interval [-2,6).
falsetrueTrue or False30sSTEM_BC11LCIIIc-3 - Q8
Given the graph, the function is continuous on the interval (-4,-2]?.
truefalseTrue or False30sSTEM_BC11LCIIIc-3 - Q9
Given the graph, the function is continuous on the interval [4,10).
falsetrueTrue or False30sSTEM_BC11LCIIIc-3 - Q10
Given the graph, the function is continuous on the interval (-8,-4).
truefalseTrue or False30sSTEM_BC11LCIIIc-3 - Q11
Which is NOT a condition for a function to be continuous at x = a?
The limit of the function as ๐ฅ approaches ๐ exists.
The limits of the function exist but they are not equal to the function value at x = a.
The limit of the function as ๐ฅ approaches ๐ is equal to the function value at ๐ฅ = ๐
The function is defined at ๐ฅ = ๐; that is, ๐(๐) equals a real number.
30sSTEM_BC11LCIIIc-1 - Q12
Which statement is true about the function on the graph?
It is continuous everywhere.
The function is discontinuous at x = 4.
The limits of the function at x = 4 are equal.
The function is continuous on the interval [2,5].
30sSTEM_BC11LCIIIc-3 - Q1330sSTEM_BC11LCIIIc-3
- Q1430sSTEM_BC11LCIIIc-1
- Q15
Which of the following is continuous everywhere?
30sSTEM_BC11LCIIId-3