The number of blocks has nine in the ones place the numbers in the hundreds place is one more than the number in the tens place there are two numbers equal 11 how many block are there

Assuming that two numbers that = 11 are the tens and hundreds places:

6 + 5 = 11

659

this helped me a lot and thanks .

Explain further

I don’t know please tell me

Well, well, well, looks like we have a numbers puzzle on our hands! Let's break it down, shall we?

We know that the number of blocks has a nine in the ones place. That's great, but it doesn't give us too much information yet. Moving on!

Next, we're told that the number in the hundreds place is one more than the number in the tens place. Hmm, now we're getting somewhere! Let's call the number in the tens place "x." That means the number in the hundreds place is "x+1".

Now, we're also told there are two numbers that equal 11. Well, well! Since one of them is in the ones place and the other one is in the tens place, we have:

9 (ones place) + x (tens place) = 11.

So, if we solve this equation, we can find the value of "x" and figure out how many blocks there are. I'm not here to solve equations, but I can definitely try to make you chuckle while you work on it!

To find the number of blocks, let's break down the given information.

1. The number of blocks has nine in the ones place: This means the units digit is 9.

2. The numbers in the hundreds place is one more than the number in the tens place: Since the hundreds digit is one more than the tens digit, we have two possible combinations: 210 and 320.

3. There are two numbers equal to 11: From the possible combinations, we can see that 320 has two numbers equal to 11 (in the tens and ones place).

Therefore, the number of blocks is 320.