Write a number that has a hundreds digit less than 7, a tens digit less than 5, a tenths digit one more than its tens digit, a thousandths digit twice the tens digit, and other digits of your choice.

What munmber has 7 tens and 3 less ones than tens

This type of teaching is a waste. Children become totally confused because half the time parents are eve more confusing trying to explain it using the methods they were taught. Needs to be taken out of schools.

To find a number that satisfies the given conditions, we need to follow the given rules for each digit:

1. Hundreds Digit (less than 7): We can choose any digit between 0 and 6.

2. Tens Digit (less than 5): We can choose any digit between 0 and 4.

3. Tenths Digit (one more than the tens digit): We add 1 to the chosen tens digit.

4. Thousandths Digit (twice the tens digit): We multiply the chosen tens digit by 2.

For the remaining digits, we can choose any numbers we like. Let's put these rules together to find a suitable number.

Let's assume we choose:

1. Hundreds digit = 3
2. Tens digit = 2
3. Tenths digit = Tens digit + 1 = 2 + 1 = 3
4. Thousandths digit = 2 x Tens digit = 2 x 2 = 4

For the remaining digits, we can choose any numbers we like. Let's choose:

5. Units digit = 9
6. Ones digit = 8

Putting it all together, the number that satisfies the given conditions is 3298.