The product of multiplying by the tens digit is

7 answers

It seems like you might be looking for a specific mathematical calculation or concept relating to multiplying numbers by their tens digit.

To clarify, if you have a two-digit number, you can identify the tens digit and then multiply it by a specific factor or another number.

For example, let's take the number 34:

  • The tens digit is 3.
  • If you multiply by the tens digit (3) by another number (e.g., 10), you get: \[ 3 \times 10 = 30 \]

If you meant something different or have a specific example in mind, please provide more details!

so whats the answer

It looks like I misunderstood your original question. To provide a clearer answer, could you please specify exactly what you're asking for?

If you're asking for the product of a number multiplied by its tens digit, could you give a specific two-digit number you'd like to calculate with?

For example:

  • If the number is 34, the tens digit is 3.
  • If you're asking for the product of 34 and its tens digit 3, it would be: \[ 34 \times 3 = 102 \]

Let me know the specifics, and I'd be happy to help!

so the amswer is 102

Yes, that's correct for the specific example I provided (multiplying 34 by its tens digit, which is 3).

So, if you take the number 34:

  • The tens digit is 3.
  • The product of 34 multiplied by its tens digit 3 is: \[ 34 \times 3 = 102 \]

If you have a different two-digit number in mind, let me know, and I can help calculate that as well!

wrong

I apologize for any confusion. Let's clarify the calculation step by step.

If you're looking for the product of a two-digit number and its tens digit, let's break it down:

Using the example of the number 34:

  1. Identify the tens digit: 3 (from 30).
  2. The full operation: 34 × 3 is correct for finding the product of the number and its tens digit.

However, if you meant something different, please specify the context or give a specific number you're working with, and I'll be glad to assist you accurately!