task 3 ppm - group 7 - focusing attention
TRANSCRIPT
MATHEMATICS TEACHING PLANING
Critical Teaching Skills for
Focusing Attention
GROUP 7
1. Rien Dioni Lestari (A1C010008)
2. Dewi Puspita Sari (A1C010017)
3. Dendrit Gunawan (A1C010023)
4. Sri Pirwanti (A1C010026)
5. Meta Tri Manyang Sari (A1C010033)
Semester : V (Five)
Lecturer : Dewi Rahimah S.Pd, M.Ed
MATHEMATICS EDUCATION STUDY
PROGRAM
DEPARTMENT OF MATHEMATIC AND
SCIENCE EDUCATION
FACULTY OF TEACHER TRAINING AND
EDUCATION
UNIVERSITY OF BENGKULU
2012
Critical Teaching Skills for Focusing Attention (Group
Works)
1. Give examples three convergen and three divergen
questions based on this video :
Answer :
a. Convergent question
1. What is the formula of the volume of rectangular
parallel piped , cylinder and right triangular prism?
2. What kind of plane that built rectangular parallel
piped , cylinder and right triangular prism?
3. What is the area formula of each side that build
rectangular parallel piped , cylinder and right
triangular prism?
b. Divergen questions
1. how to find the formula of the surface area of
rectangular parallel piped , cylinder and right
triangular prism?
2. What is the defiition of the rectangular parallel
piped , cylinder and right triangular prism base that
video?
3. How to make the sketch of rectangular parallel
piped , cylinder and right triangular prism base that
video? What is the first step that you must did?
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2. Give one example question for each level of Bloom's
Taxonomy based on this video
Answer :
1. Knowledge
Mention the theorem of parallelogram base
opposite angle, diagonals and opposite side?
2. Comprehension
Please explain, why AB and CD are parallel?
3. Application
Based on the video that you have learned,let <BAC = 30˚, Determine the measure <ACB ?
4. Analysis
If we zoom in <A ,so how about the opposite
angle , is it still congruent ? (if we want still make
a parallellogram). please explain!
5. Synthesis
why opposite angles of a parallelogram are
congruent ?
6. Evaluation
Please chose the picture bellow which has the
parallelogram form?
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D C
AB
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3. Give one example question for each guideline for planning
dan delivering questions based on this video :
Answer :
a. Be clear and concise
what is linear equation in two variables?
b. Use vocabulary that is appropriate for the age and ability
of the students.
Before we concetrate on solve linear equation, lets
recall What means linear question exactly are? ...
rather than I know that you are still understand
about linear question, so what is your
interpretation of the linear equation verbalization
that have you catch in your brain?
c. Plan question that are short enough for students to
remember.
what are some of the ways we can solve linear
equation in two variable?
d. Follow questions with time for students to think (see
wait-time 1 and 2 below).
wait time 1 : teacher give an story equation. How
to write sum of price of 2 candies and 2 chocolate
is 3.000 dollars and sum of price of 3 candies and
5 chocolate is 6.500 dollars with using linear
equation ( in here , this example teacher provide
student with 5-10 second after asking equation)
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Wait time 2 : from the linear equation that have
been created, find the price of candy and
chocolate with linear equation.
e. Follow questions with redirections, prompting and
probing as necessary.
solve this linear equation bellow! use addition or
subtition method to find the value of x and y!
2x-y = 9
3x + 4y =-14
f. Follow questions with honest feedback.
Teacher ask students to mention some example
from the linear equation in two variable form and
teacher give the respond (acknowledge / praised if
students give the correct answer or give the
corrected answer for the incorrect answer that
students given)
g. When you ask questions of your students, your goal
should be to involve as many of them as possible
Teacher give an story question for example :
Mother bought 3 kg mangoes and 2 kg oranges for
44.000 dollars in the first shop, and she bought 2 kg
mangoes and 5 kg oranges in the second shop for
55.000 dollars. What is the price of 1 kg mangoes
and 1 kg oranges?
(In this question, the goal is include for the answer
in this question, because to find the price of 1 kg
mangoes and 1 kg oranges, we must use the linear
equation two variable.)
h. Avoid ridiculous questions like asking a group of
school children from Seattle
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Do you know, why we must use x and y as variable
in the linear equation two variable?
(It’s a question that we must avoid, because this is
not an useful question to achive the goals and of
course we mustn’t use x and y as variable in the
linear equation two variable
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