5th and 8th grade pupils’ and teachers’ perceptions of the relationships between teaching methods, classroom ethos, and positive affective attitudes towards learning mathematics in Japan



246

Figure 7.4.1: Mean scores of pupils’ perceptions of the extent to which mathematics
teachers praised pupils (age group comparison)

I=Better results than others, 2=lmprovement results than before,
3=More effort than others, 4=More effort than before

There were relatively high correlations between pupils perceptions of praise given for
different reasons (Table 7.4.2).

Table 7.4.2: Correlation between pupils’ perceptions of their teachers’ praise

5 graders____    ____

8 graders            ___

N

r

P_______

N

r

P

Results others x Results before

1465

.712

.000

2086

.729

.000

Results others x Effort others

1465

.535

.000

2085

.687

.000

Results others x Effort before

1463

.543

.000

2084

.661

.000

Results before x Effort others

1467

.634

.000

2091

.737

.000

Results before x Effort before

1465

.653

.000

2090

.824

.000

Effort others x Effort before________

1466

.729

.000

2091

.818

.000

Pupils of both age groups on average acknowledged being neutral to happy when
praised by teachers. Pupils of both age groups felt happier with praise when it was given
for self improvement rather than comparison with others. 41.7% of 8th graders expressed
that they were “very happy” with praise for improvement of results, while 41.2% of 5th
graders expressed being “very happy” with praise for more effort than before. 8th graders
were more likely than 5th graders to feel happy when their mathematics teachers praised
them based on their results, e.g. getting higher marks than others or improving marks
than 5th graders. No statistically significant difference was found in 5th and 8ttl grade
pupils’ feeling of happiness after being praised for effort. There was a relatively wide
distribution of responses to pupils’ feeling happy with their mathematics teachers

246



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