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Q: Which digit in 9345677 has a value that is greater than 10 times the value of the first digit to its right?

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Compare one digit at a time, from left to right, until you find a digit that is different. The number with the greater digit in this position is the larger number.

Yes. For decimal numbers with no significant digit to the left of the decimal point, if the first of two numbers has a higher digit next right from the decimal point than the second number does, the first is always greater.

The right hallux is the first digit of the right foot.

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For now, I'll assume for simplicity that the numbers are positive. The number with the greatest amount of integer digits (before the decimal point, if any) is larger. If both numbers have the same number of integer digits, compare each digit in turn until you find one digit that is different. The number with the largest digit in this place is larger. Examples: 1234 is greater than 430, because it has more digits. 125 is greater than 117, because in the first digit they differ (second position from left), it has the greater digit. 0.007 is greater than 0.0009, because in the third digit to the right of the decimal point (the first digit where they differ), it has the greater digit (7 is greater than 0).

There is a lack of circled digits!

You drop all decimals after the first. If the first digit you drop is 5 or more, you add one to the right-most digit you keep.Examples:1.23456 becomes 1.23.282 becomes 3.3 - in this case, the first digit dropped is the 8. Since it is greater or equal to 5, you add one tenth to the 3.2.You drop all decimals after the first. If the first digit you drop is 5 or more, you add one to the right-most digit you keep.Examples:1.23456 becomes 1.23.282 becomes 3.3 - in this case, the first digit dropped is the 8. Since it is greater or equal to 5, you add one tenth to the 3.2.You drop all decimals after the first. If the first digit you drop is 5 or more, you add one to the right-most digit you keep.Examples:1.23456 becomes 1.23.282 becomes 3.3 - in this case, the first digit dropped is the 8. Since it is greater or equal to 5, you add one tenth to the 3.2.You drop all decimals after the first. If the first digit you drop is 5 or more, you add one to the right-most digit you keep.Examples:1.23456 becomes 1.23.282 becomes 3.3 - in this case, the first digit dropped is the 8. Since it is greater or equal to 5, you add one tenth to the 3.2.

10

Any digit in a number which is to the right of the first digit which isn't a zero, including the first digit

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

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

You multiply the first digit from the right by 1, the second digit from the right by 16, the third digit from the right by 16 squared, the fourth digit from the right by 16 cubed, etc., then add everything together.

10 times larger

The key is to advance from left to right, and use the smallest possible digit in each case. Thus, the first digit must be at least 5 (for the number to be "greater than 500,000"), so you take 5 as the first digit. The smallest option for the second digit is 0, the smallest remaining digit for the third position is 1, etc.

Your first step would be to find which digit is in the hundredths place. The hundredths place is two place to the right of the decimal point, so in this case that would be 1. Always remember when rounding decimals that the digit to the right of the digit you're rounding to is what decides if the digit you rounding to will round up or stay the same. In this case, the digit to the right of the 1 is 9. Since 9 is greater than 5, we round the 1 up to a 2. So our answer would be 0.12.

Yes it is. The digit directly to the right of the decimal point is higher (a 5 compared to a 0), so 135.5 is greater.

In such cases, you should compare one digit at a time, from left to right, until you find a digit that is different in the two numbers. That is, compare the first digit (after the decimal period) with the first digit, the second digit with the second digit, etc.

Whatever place you are rounding off to, look to the digit to the right of it. If it is 4 or less, the digit you are rounding stays the same and everything to the right of it becomes a zero. If the digit to the right of it is 5 or greater, the number you are rounding becomes one greater and everything to the right of it becomes a zero. For example, if I am rounding to the nearest 100 in each of these. 12348 becomes 12300 74862 becomes 74900

3.5When rounding, look at the digit to the right of the digit to be rounded. It the digit to the right is less than 5, keep the digit the same. If the digit to the right is 5 or greater, round up.In 3.47, the 4 is in the tenths place. The digit to its right is 7, so the 4 is rounded to 5, and the rounded number is 3.5.

Look at the place immediately to the right of the place you want to round off to. If that digit is 4 or less zero it and everything to the right of it out. If that digit is 5 or greater, increase the place to the left by one and zero everything to the right of that out.

5.43 is greater than 5.34. To find this, is to compare the first digits from left to right in both sides of the two given numbers. if they are same, move to the next second digits and on til you find the number that has bigger digit

When the digit immediately to the right of your target (the place you're rounding to) is 5 or greater.

To round a number to a particular digit, look at the digit immediately to the right of your target, in this case, the tens place. If that digit is 4 or lower, zero it and everything to the right of it out. If that digit is 5 or higher, increase the target digit by one and zero everything to the right of it out. If your target digit is a 9, increasing it will turn it to zero and increase the digit to the left of it by one.

the tenths place

2.48 rounds down to 2 because you look at the digit to the right of the place you are rounding to. If it is less than 5, you leave the number you are rounding to as it is. If it is 5 or greater, you change the digit you are rounding to to the next higher digit.

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