https://file.aiquickdraw.com/mathbot/file/1726978359032is7d9i4a.jpg

The problem in the image asks how many biscuits are left after some are removed from a jar. Here’s a step-by-step breakdown:

### Information provided:
1. **Jar Q** and **Jar R** each have **45 biscuits**.
2. **Jar P** originally contains an unspecified number of biscuits.
3. **23 biscuits** are taken out from **Jar P**.

However, the number of biscuits originally in Jar P is not mentioned in the problem. Without that information, we can't determine how many biscuits remain in Jar P after 23 are taken out. 

There might be some missing or implied information (such as an assumption that the number of biscuits in Jar P is the same as in Jars Q and R).

Would you like to clarify if Jar P initially had the same number of biscuits as Jar Q and R? 

Here are some relative questions:
1. How many biscuits were originally in Jar P before removing 23?
2. Is the number of biscuits in Jar P equal to the number in Jars Q and R?
3. Could the visual balance help in determining the original number of biscuits in Jar P?
4. Are you supposed to assume the jars contain equal amounts to solve the problem?
5. Do the sizes of the jars indicate any relation to the number of biscuits they contain?

### Tip:
When solving word problems, pay attention to all given information, and check for assumptions that could help fill in missing details.

Jar Q and Jar R each contain 45 biscuits. 23 biscuits are taken out from Jar P. How many biscuits are left?

Learn how to solve a simple subtraction problem involving jars of biscuits. Jar Q and Jar R contain 45 biscuits each, while 23 biscuits are taken from Jar P. Understand the steps needed to find the remaining biscuits.

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