By the end of this month we__________ our frist final exam.
Anonymous Quiz
24%
will complete
23%
will be completed
41%
will have completed
12%
will have been completed
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Which one of the following can not be the integration of the function f(x) = 3x² - 2x +1?
Anonymous Quiz
11%
x³ - x² + x -1
25%
x³ - x² +x +1
30%
x³ - x² + x -5
34%
x³ + x² + x +2
The integration of the function f (x) = 2x - 1 is:
Anonymous Quiz
52%
x² - x +c; c is constant
30%
2x - x +1 - c; c is constant
9%
x³ - x + c ; c is constant
9%
x² + x + c ; c is constant
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What is the derivative of f (x) = x + 1?
Write your answer under the comment! 🙏
Write your answer under the comment! 🙏
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Yesterday at this time, we __________ foot ball with our friends.
Anonymous Quiz
19%
played
58%
were playing
7%
play
15%
were played
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The __________ you run, the earlier you'll arrive.
Anonymous Quiz
26%
fast
52%
faster
14%
fastest
8%
faster than
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Is this ________ looking for?
Anonymous Quiz
27%
you were
15%
that you were
22%
what were you
36%
what you were
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“I went to the cinema last night.”
"So ________.”
"So ________.”
Anonymous Quiz
12%
I have
10%
have I
38%
I did
40%
did I
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I won’t allow you ________ for the meal.
Anonymous Quiz
21%
pay
23%
paying
48%
to pay
8%
that you should pay
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Yesterday at this time, we __________ our assignment with my friend.
Anonymous Quiz
15%
did
58%
were doing
26%
had been doing
1%
didn't do
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Let me go and check if the car is ready. It______ when I came this morning.
Anonymous Quiz
16%
intended to be fixed
19%
might be fixed
24%
will have to be fixed
42%
was being fixed
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I would like ___ her before she leaves. There's a big secret she didn't want to tell the family.
Anonymous Quiz
69%
to see
13%
seeing
14%
to be seeing
5%
see
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If f(x) = g(2x-3) and g'(1) = 4 then what is the value of f' (2)?
Anonymous Quiz
30%
8
26%
2
22%
1
21%
4
Which of the following describes the mechanical meaning of derivative?
Anonymous Quiz
26%
Slope of tangent line
54%
Instantaneous rate of change
10%
Area under the curve
11%
Gradient of graphs of functions
Grade 12 maths unit 2 UEE 2005-2016.pdf
2 MB
Section 1: Introduction to Derivative UEE (2005-2016)
Grade_12_maths_unit_2_UEE_2005_2016_Section_2_Application_of_Derivative.pdf
3.8 MB
Grade 12 math's unit 2 UEE (2005-2016) Section 2 Application of Derivative
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