How to Cancel NumBots

Learn how to cancel NumBots subscription on iPhone, Android, Paypal or directly.

Table of Contents:

1. Cancel on iphone
2. Cancel on android
3. Cancel on Paypal
4. Cancel via Email
5. Cancel on Website

Reading time: 41 seconds

Cancel NumBots Subscription on iPhone & iPad

1. On your phone, open "Settings" and tap your Apple ID profile.
2. Click "Subscriptions" and select "NumBots".
3. Click "Cancel Subscription" and confirm the cancellation.

Alternative method via AppStore:

1. Goto the Appstore » your Profile » Subscriptions.
2. select "NumBots" and click "Cancel Subscription".

Cancel NumBots Subscription on Android

1. Launch the PlayStore app and click the hamburger menu icon.
2. Select "Subscriptions" » tap "NumBots" » click "Cancel Subscription".
3. Your subscription to NumBots will now be canceled.

Cancel NumBots Subscription on PayPal

1. Sign in to your PayPal Account and click "Settings ".
2. Select "Payments" and click "Manage Automatic Payments".
3. Under Automatic Payments tab, click "NumBots" or "Maths Circle" » "Cancel".
4. You are now unsubscribed from NumBots

Cancel NumBots via Email

1. Open your email app
2. Provide all the relevant information regarding your account.
3. Provide a reason for the cancelation.
4. Send the email to support@redacted... Login to see email.

Cancel Subscription Directly on NumBots's Website

1. Visit their website - https://numbots.com and login to your account.
2. Goto your profile or account page and click "Billings" or "Subscriptions".
3. Click "Cancel" to remove your subscription.

1. NumBots is all about every child achieving the “triple win” of understanding, recall and fluency in mental addition and subtraction, so that they move from counting to calculating.

2. This carefully sequenced programme boosts children's confidence while developing their understanding of math basics - preparing every child to succeed at math.

3. A highly engaging platform for learning to add and subtract, created by teachers and math experts.

4. Suitable from Kindergarten (US) upwards.

5. Younger players will be able to access the early stages from a mathematical point of view but will find it increasingly hard to reach the level of fluency required to make progress.