Emilianus Jehadus
Unika Santu Paulus Ruteng

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Journal : JOURNAL OF SONGKE MATH

Komunikasi Matematis Dalam Terang Literasi Matematika Kristianus Viktor Pantaleon; Fransiskus Nendi; Emilianus Jehadus
JOURNAL OF SONGKE MATH Vol. 2 No. 1 (2019): June Edition
Publisher : UNIKA SANTU PAULUS RUTENG

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Abstract

This descriptive theoretical study aims to explain in detail and complete aspects of mathematical communication in mathematical literacy. Communication in mathematical literacy has two important components, namely receptive and constructive. In each process of solving a problem, the two components of communication will always be contained. Professional teachers must properly understand the two components in order to measure students' mathematical communication skills correctly. To be easy to understand, the two components must be conveyed or stated correctly, coherently, and clearly. Emphasis on these three components then distinguishes mathematical communication from other mathematical abilities, such as problem solving, reasoning and proof, connection and representation
Pengaruh Model Pembelajaran Problem Solving Terhadap Kemampuan Pemecahan Masalah Matematika Siswa SMK Emilianus Jehadus; Ricardus Jundu; Silfanus Jelatu; Aleksander Ecan Gayus
JOURNAL OF SONGKE MATH Vol. 2 No. 1 (2019): June Edition
Publisher : UNIKA SANTU PAULUS RUTENG

Show Abstract | Download Original | Original Source | Check in Google Scholar | Full PDF (357.06 KB)

Abstract

This study aims to compare the mathematical problem solving abilities of students who use problem solving learning models with direct learning models in the linear program material of the first grade students at SMK Informatika St. Petrus Ruteng in academic year 2018/2019. This research is an experimental research using the design of Posttest-Only Control Design. The population of this research is all students of class X SMK Informatics St. Petrus Ruteng which amounted to 213 people divided into 6 classes with details of the first TKJ 36 people, TKJ II 36 people, TKJ II 36 people, TKJ IV 35 people, TKJ V 35 people and TKJ VI 35 people. Sampling is done by random class. The number of members of the study sample was 71 people. Data on problem solving abilities were collected by a description test. Data were analyzed using t-test calculations with the polled formula variant. Based on the results of data analysis, it was found that the results of t_count = 3.132 and t_table = 1.995 at significant level α = 5% and degrees of freedom = 69. Because t_count> t_table then H_0 is rejected and H_1 is accepted, which means that mathematical problem solving abilities of students using models Problem Solving learning is better than students' mathematical problem solving abilities using direct learning models in linear program material.