Rounding Numbers Concepts

The video tutorial explains how to round the number 4993 to the nearest thousand and hundred using both a number line and formal rounding rules. It demonstrates the process of identifying the rounding place value, examining the digit to the right, and deciding whether to round up or down. The tutorial shows that in both cases, 4993 rounds up to 5000. It also provides additional tips for rounding when the digit to the right is less than five.

What is the main focus of the video tutorial?

• Rounding numbers to the nearest ten

• Rounding numbers to the nearest thousand and hundred

• Multiplying and dividing numbers

• Adding and subtracting numbers

On a number line, between which two numbers does 4993 fall when rounding to the nearest thousand?

• 3000 and 4000

• 6000 and 7000

• 5000 and 6000

• 4000 and 5000

What is the rounded value of 4993 to the nearest thousand?

• 4000

• 4500

• 5000

• 5500

According to formal rules, which digit do you look at to decide whether to round 4993 up or down to the nearest thousand?

• The digit in the hundreds place

• The digit in the tens place

• The digit in the thousands place

• The digit in the units place

Which number is used to determine rounding direction when rounding to the nearest thousand?

• The digit in the hundreds place

• The digit in the tens place

• The digit in the thousands place

• The digit in the units place

When rounding 4993 to the nearest hundred using a number line, which two numbers is it between?

• 4900 and 5000

• 5000 and 5100

• 5100 and 5200

• 4800 and 4900

What is the rounded value of 4993 to the nearest hundred?

• 4900

• 4950

• 5000

• 5050

Using formal rules, which digit do you examine to round 4993 to the nearest hundred?

• The digit in the units place

• The digit in the thousands place

• The digit in the hundreds place

• The digit in the tens place

Which number is used to determine rounding direction when rounding to the nearest hundred?

• The digit in the units place

• The digit in the tens place

• The digit in the hundreds place

• The digit in the thousands place

What happens to the digits to the right of the rounding place value when rounding up?

• They become one

• They double

• They remain the same

• They become zero