JPMI (Jurnal Pembelajaran Matematika Inovatif)
Vol 5, No 2 (2022): JPMI

KETERAMPILAN PEMECAHAN MASALAH KOLABORATIF SISWA SMP YANG BERBEDA ADVERSITY QUOTIENT PADA MATERI SEGIEMPAT

Erfi Hannania (Universitas Negeri Surabaya)
Tatag Yuli Eka Siswono (Universitas Negeri Surabaya)
Endah Budi Rahaju (Universitas Negeri Surabaya)



Article Info

Publish Date
18 Mar 2022

Abstract

This study aims to describe the collaborative problem solving skills of students SMP with category quitter, camper, dan climber on quadrilateral. Three subjek were selected through adversity response profile questionnaire. The instruments used are problem solving test, observation sheet and interview. The results showed that collaborative problem solving skills at the stage of exploring and understanding the problem, quitter student abilities needed assistance from camper dan quitter students to understand the problems in the problem solving test so that information transfer occurred between group friends. After getting help, at the stage of representing and formulating quitter students can identify and describe problem solving tests in their own language, while camper and climber students do not experience problems in representing and formulating the tests given. At the stage of planning and implementing the camper and climber students communicate about the plans and actions that are being or will be taken. However, quitter students do not communicate about plans and actions that are being or will be taken. At the monitoring and evaluating stage, quitter, camper and climber students monitor the results of their actions and evaluate each other's solutions that have been obtained. At this stage, camper students produce different solutions, and climber students correct these solutions.

Copyrights © 2022






Journal Info

Abbrev

jpmi

Publisher

Subject

Mathematics

Description

JPMI – Jurnal Pembelajaran Matematika Inovatif publishes original research or theoretical papers about teaching and learning in mathematics education on current science issues, namely: 1. Mathematics educator in elementary, secondary and high school level 2. Mathematics observers and researchers ...