Pregunta
- Which whole number lies three-quarters of the way between the following numbers?
Ask by Murray Nunez. in South Africa
Jan 20,2025
Solución de inteligencia artificial de Upstudy
Respuesta verificada por el tutor
Responder
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
Solución
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
-
Calculate the difference:
-
Find three-quarters of the difference:
-
Add this to the starting number:
Answer: 987,320,400
b) Between 250,700 and 251,100
-
Calculate the difference:
-
Find three-quarters of the difference:
-
Add this to the starting number:
Answer: 251,000
c) Between 251,100 and 251,500
-
Calculate the difference:
-
Find three-quarters of the difference:
-
Add this to the starting number:
Answer: 251,400
d) Between 250,900 and 251,300
-
Calculate the difference:
-
Find three-quarters of the difference:
-
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
Respondido por UpStudy AI y revisado por un tutor profesional
Como
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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)
a)
b)
c)
d)

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