Study guides

☆☆

Q: How many times is greater is the encircled digit at the left than the encircled digit at the right?

Write your answer...

Submit

Related questions

The left 7 represents 700. The right 7 represents 70. The left '7' is 10 times greater than the right '7'.

10 times larger

10

100 times greater.

It is 'base' times greater, that is 10 times greater if you are looking at a decimal number. Two times greater if you are looking at a binary number. Etc etc

In the decimal place value system, each digit is ten times bigger than the digit on its right

It is 9 times greater.

It must be the 9, since 9,000,000 is greater than 10 times 300,000.The answer should not be the 7 since 70 is equalto 10 times 7, not greater than.

ten thousand times greater

Ten times.

In the decimal system, 10 times.

100 times greater because 100*0.5 = 50

208

100 times

1000

4

1,000 times

It is ten thousand times as large.

73 235 no answer

Yes.

One thousand.

Im not sure.

The place value of each digit is b times the place value of the digit to its right where b is the base for the system: whether that is binary, octal, decimal, duodecimal, hexadecimal, sexagesimal or some other value.

4082 Since the tens digit is 2 times the thousand digit, it must be an even digit. So it can be 8, 6, 4, or 2. But, the thousands digit is 4 greater than the hundred digit. So that the hundred digit must be 0, the thousands digit must be 4, the hundreds digit must be 8, and the ones digit must be 2.

In the decimal system, 10 times. In another system, where the base is x, it would be x times.