# TAKS Warm Ups by shuifanglj

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```									       3 for E
Three daily TAKS Problems
for Exemplary Ratings

Exit Level
Exit Level
Semester 1      Semester 2
AVeryGoodTeacher 2007
Semester 1
Week 1      Week 7    Week 13
Week 2      Week 8    Week 14

Week 3      Week 9    Week 15

Week 4      Week 10   Week 16

Week 5      Week 11   Week 17

Week 6     Week 12    Week 18
Back                      AVeryGoodTeacher 2007
Week 1
Monday
Tuesday
Wednesday
Thursday
Back               AVeryGoodTeacher 2007
Monday 1
A city water employee is making a
table showing the relationship
between the average daily
temperature and the city’s water
usage.
Identify the dependent and
independent quantities in this
relationship.
Back                      AVeryGoodTeacher 2007
Monday 2
Connie observed and recorded the
data shown in the table. Write an
equation to represent the data.

X    Y
0     2
1     4
2    10
3    20
Back                        AVeryGoodTeacher 2007
Monday 3
Susan wants to calculate the profit that
she is earning by making earrings and
selling them at her school. She sells each
pair for \$5.85 and it costs her \$2.15 in
supplies to make each pair. Write an
equation to represent p, the profit, in terms
of e, the number of earrings she makes
and sells?

Back                               AVeryGoodTeacher 2007
Tuesday 1
A mechanist has 50 thingamajiggies
made of steel or iron worth \$1265. The
value of a steel thingamajiggy is \$25 and
the value of an iron thingamajiggy is \$30.
Write a system of equations that can be
used to find s, the number of steel
thingamajiggies and i, the number of iron
thingamajiggies.

Back                              AVeryGoodTeacher 2007
Tuesday 2
What is the slope of the line?

Back                             AVeryGoodTeacher 2007
Tuesday 3
What are the coordinates of the x intercept?

Back                                  AVeryGoodTeacher 2007
Wednesday 1
The graph shows triangle ABC and segment
XY. At what coordinate should point Z be
located so that triangle ABC and triangle
XYZ are congruent?

Back                               AVeryGoodTeacher 2007
Wednesday 2
How does the graph of y  x  3
2

compare to the graph of y  .5 x  3 ?
2

Back                             AVeryGoodTeacher 2007
Wednesday 3
The graph of y = .5x² - 3 is shown. What is the
equation of the function if it is translated up 5
units?

Back                                    AVeryGoodTeacher 2007
Thursday 1
Which net represents the 3-dimension figure
shown?

A.           B.

C.            D.

Back                            AVeryGoodTeacher 2007
Thursday 2
Marcus’s band build a hexogonal stage
on which to perform. What the
approximate area of the stage?
1
Area  (apothem)( perimeter )
2                         12 ft

10.39 ft

Back                                       AVeryGoodTeacher 2007
Thursday 3
If AB = 5 inches and AC = 13 inches, what is
the area of triangle ABC?

A

C
B

Back                                 AVeryGoodTeacher 2007
Friday 1
The volleyball team won 6 of their last 8
games. If they play 32 games in the whole
season, how many can they be expected to
win?

Back                               AVeryGoodTeacher 2007
Friday 2
Felix earns \$5 per hour babysitting and
\$9 per hour mowing lawns. He works
40 hours in one week at both jobs and
wants to put 10% of his earnings in
savings? What additional information is
needed to determine how much Felix
will put in savings?

Back                             AVeryGoodTeacher 2007
Friday 3
According to the information in the diagram,
which of the following statements must be true?
A. m2 + m6 + m10 = 180º
B. m1 + m6 + m11 = 180º
C. m2 + m4 = 180º
6
D. m4 + m7 + m10 = 180º            5       7
8

2       3                9 10
1       4                     12 11

Back                                             AVeryGoodTeacher 2007
Day           Obj TEKS     Answer
Monday 1      1    Ab1A    independent- average daily temp. dependent –
city’s water usage
Monday 2      1    Ab1B    y = 2x² + 2

Monday 3      1    Ab1C    P = e(5.85 - 2.15)
Tuesday 1     4    Ac4A    s + i = 50, 25s + 30i = 1265
1st Semester

Tuesday 2     3    Ac2A    -1/2
Week 1

Tuesday 3     3    Ac2E    (-6, 0)
Wednesday 1   6    Ge3A    (0, -4)
Wednesday 2   5    Ad1B    y = .5x + 3 is wider
Wednesday 3   5    Ad1C    y = .5x² + 2
Thursday 1    7    Gd1B    A
Thursday 2    8    Ge1A    374.04 ft²
Thursday 3    8    Gf1C    30 in²
Friday 1      9    8.11B   24
Friday 2      10   8.14A   the number of hours he works at each job
Friday 3      10   8.16B   B