Leave a Review Kahoot! Multiplication Games
Kahoot amazing
itβs amazing I love it sooo much and I just might share it with my classmates I think itβs very important for students and itβs very educational for students having hard times with multiplication.Developer Response
Hey there! Happy to see that you're enjoying the app! Thanks a lot for the review :)Good
Love this gameDeveloper Response
Hey there! Happy to see that you're enjoying the app! Thanks a lot for the review :)Very easy, fun, and cool!
These multiplication games are really easy for me; I have learned this in 3rd grade! Good job, Kahoot!Developer Response
Hello! Thank you very much for the review :)Wonβt sync purchase or progress
I bought this on my iPad and try to use it on my iPhone, my progress on my iPad isnβt synced and itβs not letting me use the paid version, I donβt even see an option to restore my purchase. Disappointing.Developer Response
Hi there! Thanks for reaching out. At the moment it is not possible to move progress from one device to another or restore it if you had deleted the app as the progress is saved locally, on your device. I am truly sorry for this situation.Disappointed
Iβm an adult who never totally mastered my math facts thanks to dyslexia/dyscalculia. I enjoyed Dragonbox Numbers and was thrilled to see this new app. From what Iβve seen of Dragonboxβs apps, theyβre supposed to specialize in making apps that teach math in innovative ways. Dragonbox Numbers taught number sense in a way that other app does. Dragonbox Algebra teaches algebra of all things in a stealthy way. This multiplication app doesnβt even teach the concept behind multiplication before quizzing you (parents of kids new to multiplication beware). Itβs basically just another digital flash card app. And I couldnβt figure out how to do half the challenges even though I knew the correct answers. I guess I just expected Dragonbox to come up with some innovative story line like calculating fenced areas for pets or something. Iβm really glad I did the free version and didnβt pay the $10. But Iβm mostly sad that Dragonbox will apparently not be making innovative apps anymore now that theyβre owned by Kahoot.Show lessDeveloper Response
Hey there! The goal of the app is to make the memorisation of the multiplication tables more enjoyable, but you have as well mini-games which will help understand the meaning of multiplying numbers. There's also a training mode where you can train the individual multiplication tables that shows the multiplication facts.Great app π
πππππππππππππππππππππππππππππππππππππππππππππππππππππππππππππππππππππIt so easy
Every time I try to answer itβs right and I am so glad that well right now my mom is happy for me because I never learned multiplication but now I know multiplication like this app is so awesome thatβs so easy like every time my mom is happy I try to make her happy again like the last time I got an 87 on my blind exam and now I know multiplication now my mom is more happy and now she said I will get a movie party with my brother which is OK but this is like so easy itβs easy Peezy lemon squeezy anyway I was just asking if this app is Kahoot! or not because this doesnβt look like Kahoot and I am just wondering why not Kahoot and if it is Kahoot then thatβs OK but anyway I was just saying itβs so easy please check out my brothers TickTock I forgot his profile but I hope you check it out and yeah itβs so easyShow lessItβs a great app
It made it so much easier to multiply Iβll see if it helps me tomorrow area. Hopefully it helps tomorrow.I love it I love it I love it!!!!!!
Super fun unlike all the other crappy boring multiplication games like xtra math which every kid cryβs when is playing it and I know all about this stuff because I am a kid, Iβve never been good at multiplication and never wanted to practice but now I can actually practice and have fun and I love how you did the game thank you thank you thank you Iβm going to go throwaway my flash cards now.Show lessI love it
Iβm learning my 7,8,9 itβs so love it so cool ππππ€£π€£π€£πππ€£π€£ππ€£ππ€£ππ€£ππ€£πππ₯°ππ₯°ππ₯°π₯°ππ₯°ππ€π€π€π€π€π€π€π€π₯Έπππππππ