Question
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  1. Which whole number lies three-quarters of the way between the following numbers?

Ask by Murray Nunez. in South Africa
Jan 20,2025

Upstudy AI Solution

Tutor-Verified Answer

Answer

The whole numbers three-quarters of the way between the given pairs are:
  • a) 987,320,400
  • b) 251,000
  • c) 251,400
  • d) 251,200

Solution

To find the whole number that lies three-quarters of the way between two given numbers, you can use the following formula:
Let’s apply this formula to each part:

a) Between 987,320,250 and 987,320,450
  1. Calculate the difference:
  2. Find three-quarters of the difference:
  3. Add this to the starting number:
Answer: 987,320,400

b) Between 250,700 and 251,100
  1. Calculate the difference:
  2. Find three-quarters of the difference:
  3. Add this to the starting number:
Answer: 251,000

c) Between 251,100 and 251,500
  1. Calculate the difference:
  2. Find three-quarters of the difference:
  3. Add this to the starting number:
Answer: 251,400

d) Between 250,900 and 251,300
  1. Calculate the difference:
  2. Find three-quarters of the difference:
  3. Add this to the starting number:
Answer: 251,200

Summary of Answers:
  • a) 987,320,400
  • b) 251,000
  • c) 251,400
  • d) 251,200

Answered by UpStudy AI and reviewed by a Professional Tutor

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Simplify this solution

Mind Expander

To find the whole number that lies three-quarters of the way between two numbers, you first calculate the difference between them, multiply that difference by , and then add that result to the smaller of the two numbers.
For each pair of numbers:
a) The difference between and is . So, of is . Adding to the smaller number gives .
b) The difference between and is . of is . Adding to results in .
c) The difference between and is . Again, of is . Adding to gives .
d) The difference between and is . Following the same steps, of is , which when added to results in .
So the whole numbers that lie three-quarters of the way between the pairs are:
a)
b)
c)
d)

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