This journal article review I'm writing is teh suck. My prof said that you could get help from anyone else, as long as they weren't in the class.
So I ask you, GAFers, would you consider any of these to be a hypothesis? They're seriously the closest I could find. No if/thens here.
that students do in fact think about the reasons for their academic successes and failures.
* For this reason, attribution style was investigated in relation to self-confidence in learning mathematics as a part of this study.
* Data on the extent to which students felt their mathematical ability was incremental would help to explain the amount of self-confidence that they possessed.
* Intuitively, it makes sense that students who see making mistakes as a necessary part of the solution of difficult mathematics problems will have greater motivation to attempt difficult mathematical problems than will those students who feel that solving mathematics problems is entirely a step-by-step process.
* If students do claim to reflect on their achievement in mathematics, an attributional explanation of motivation is much more plausible than if students fail to reflect on such achievement.
* that students make attributions about the reasons for their successes and failures in mathematics.
Thanks, ya'll.
So I ask you, GAFers, would you consider any of these to be a hypothesis? They're seriously the closest I could find. No if/thens here.
that students do in fact think about the reasons for their academic successes and failures.
* For this reason, attribution style was investigated in relation to self-confidence in learning mathematics as a part of this study.
* Data on the extent to which students felt their mathematical ability was incremental would help to explain the amount of self-confidence that they possessed.
* Intuitively, it makes sense that students who see making mistakes as a necessary part of the solution of difficult mathematics problems will have greater motivation to attempt difficult mathematical problems than will those students who feel that solving mathematics problems is entirely a step-by-step process.
* If students do claim to reflect on their achievement in mathematics, an attributional explanation of motivation is much more plausible than if students fail to reflect on such achievement.
* that students make attributions about the reasons for their successes and failures in mathematics.
Thanks, ya'll.