NEED HELP . GIVING BRAINLIEST
1 answer:
Answer:
There are 108 inches in 9 feet
Step-by-step explanation:
Well, two unit multipliers mean we have to convert through two units before we arrive at our final answer so we can convert from feet to yards to inches!
We know that 3 feet equal a yard, right?
So we can divide 9 by 3 to get the amount that 9 feet translates to in yards.
So we are now done with our first conversion! Our second is going to be from yards to inches!
There are 36 inches in 1 yard so we should multiply 3 by 36 to get the amount in inches!
You might be interested in
The diagram I have attached illustrates the relationships between different sets of numbers, such as the real numbers, rational numbers, integers, and whole numbers. Each new bubble is totally inside the other one; i.e. the integer bubble is totally inside the rational bubble. This means that all integers are rational numbers. The same holds for the whole numbers to the integers; all whole numbers are integers.
Answer:
The only possible number is .
Step-by-step explanation:
The number in question needs to be a multiple of all three of ,
, and
. As a result, it must also be a multiple of the least common multiplier (lcm) of the three number.
Start by finding the least common multiplier of the three numbers.
Factor each number into its prime components:
is a prime number itself.
.
.
The only prime factors are and
.
- The greatest power of
.
- The greatest power of
among the three numbers is
.
Therefore, the least common multiplier of the three number should be the product of and
. That's equal to
.
In other words, the number (or numbers) in question could be written in the form , where
is an integer.
The question requires that this number be between and
. In other words,
.
The goal is to find the possible values of . Note that from integer division by
,
, and
.
The inequality becomes:
.
However,
, and
.
Hence,
.
.
Divide by the positive number to obtain:
.
Since is an integers,
.
Indeed, is between
and
.
Therefore, is the number in question.