Forum Discussion
Mutiple Response question templates
I am creating a simple quiz, most of the questions are multiple choice....so that's quite easy.
However, I have one question that is a choose many / multiple response and I cant seem to get the slides I create to work. Either the formatting goes horribly wrong (feedback templates have to get re-built, and in doing so I keep screwing up), or the results slide gets corrupted...the percentage scores end up being wrong.
....Ive been trying for hours and I'm at the point of throwing my laptop out of the window lol
I've attached the file for reference. (its the third question that keeps screwing up the scores)????
Ideally need a mutiple response question of a similar style (slide layout, feedback responses in the same style) with 4 or 5 tick boxes....can someone point me in the right direction before i go crazy!!!
Im suprised with the lack of build in multiple response templates...Ive seen some older threads talking about this, but it still seems to be a problem?
Thank you
Tim
The first two questions are worth 1 point each for a correct answer, and the third question is worth 10 points. That makes the total possible points 12.
If you answer only the first question correctly (1 point), and get the other two wrong (0 points), your score is calculated based on total points earned out of 12.
The formula used to calculate the percentage score is:
Score = (Points Earned / Total Points) × 100In this case:
Score = (1 / 12) × 100 = 8.33%I know it might seem like the score should be 33.33% since you got 1 out of 3 questions right, but it's actually the point values that determine your final score, not just the number of correct answers.
If you answer only the third question correctly (10 points), and get the other two wrong (0 points), your score again is calculated based on total points earned out of 12.
Score = (10 / 12) × 100 = 83.33%
If all questions were worth the same number of points, you'd see a more even distribution. For example, if the third question were also worth 1 point, or if the first two were worth 10 points each, the percentage would reflect that change accordingly.
2 Replies
The first two questions are worth 1 point each for a correct answer, and the third question is worth 10 points. That makes the total possible points 12.
If you answer only the first question correctly (1 point), and get the other two wrong (0 points), your score is calculated based on total points earned out of 12.
The formula used to calculate the percentage score is:
Score = (Points Earned / Total Points) × 100In this case:
Score = (1 / 12) × 100 = 8.33%I know it might seem like the score should be 33.33% since you got 1 out of 3 questions right, but it's actually the point values that determine your final score, not just the number of correct answers.
If you answer only the third question correctly (10 points), and get the other two wrong (0 points), your score again is calculated based on total points earned out of 12.
Score = (10 / 12) × 100 = 83.33%
If all questions were worth the same number of points, you'd see a more even distribution. For example, if the third question were also worth 1 point, or if the first two were worth 10 points each, the percentage would reflect that change accordingly.Yes that makes sense - Ive changed and the calculation is now working :) Thank you