divided in the three containers. Here is teacher
interviews with group 4.
Teacher : what if you want to have a different taste
student 1 : we divide it if the fish and 1500 grams of
sago are divided like 500 grams each and
the water
student 3 : if you see it the value is the same
teacher : we want to get a different taste
student : the meaning is divided into 3 parts
teacher : do fish have to be the same for the part
student 5 : sago and water, yes mom
teacher : yeah kid .......
student 1 : let it be meaningful that there are 250
grams, 750 grams and 500 grams
student 3 : water is 150ml, 50ml and 100ml
Teacher : yes right, so how do you taste feel from the
three containers
Student 5 : There tastes good, it's quite tasty and
doesn't taste good
Teacher : Try to conclude from the results you have
obtained
Student3 : Good , that distinguishes the taste is the
amount of sago and water that is given in
each container
The conversation transcription shows that group
4 has started reasoning in solving comparison
problems. They give reasons and prove their alleged
answers. The concept of comparison used by
students 1 and 3 is to look for comparisons in each
ingredient and there are 2 differences in answers that
are better in the answer of student 3 there is a
comparison value in Figure 5 below.
Figure 5. Strategy of the answers to group 4 students in
solving the Comparison problem
That way students can produce the material then
they begin to work on the results so that the tekwan
which tastes good, medium and unpleasant
Restropective Phase Cycle Analysis 1
Based on the activities carried out by students in
cycle 1, a retrospective analysis was conducted on
why students subtracted by the same number,
namely 250. They replied that in order for all
materials to be deducted proportionally, they had to
be deducted by the same number. In this case
students have not been said to reason in comparison
because students still use the concept of addition and
subtraction in a comparison situation rather than the
concept of multiplication and division. In addition, the
comparison situation given is difficult to model. So
that revisions are made to the problems given to
students in the teaching experiment (cycle 2).
3.2 Discussion
The use of tekwan food context is the context of
Pelembang traditional food culture in comparative
learning on comparison material can help students to
understand mathematics in everyday life, besides
students can reason in solving problems given,
reasoning processes occur when students can find
the concept of comparison to look for price and
amount. for example there is a portion of food in one
portion of the ingredients used are the staple
ingredients of tekwan food and other ingredients will
increase proportionally and the amount of tekwan
food produced and conversely if one ingredient
increases, the portion of tekwan food in one bowl
and taste value will increase and different prices and
resolve the problems given in LAS. Zulkardi (2002)
stated that mathematics learning is a human activity
and mathematics must be clearly connected to the
concept of student's daily life as a source of
development and to the context of everyday life as a
source of development and as an application area
through mathematical processes both horizontally
and vertically. In the development through approach
through formal and informal stages.
4 CONCLUSION
In this study stated that the concept of tekwan can be
an ingredient in learning mathematics where each
learning process takes place activities that help
students in solving problems in mathematics
learning, especially determining the value of price
comparisons that have been the question of what
causes the price of tekwan to vary even though the
basic ingredients are the same namely fish also
become students better understand the problems that
are given especially everyday life.
Researchers hope that with the context of the
tekwan can make other studies using Palembang
specialties which are local and national cultural
contexts to be a learning process that can lead
students to be more active in learning.