Question

Give three numbers whose product is 9000

Answer 1

To find three numbers whose product is 9000, one can use factorization. For example, using 10, 90, and 10 or 20, 9, and 50 are both viable sets of numbers that, when multiplied, total 9000. This exercise utilizes concepts of exponentiation and factor pairs.

Step-by-step explanation:

To give three numbers whose product is 9000, we can consider various combinations of factors that when multiplied together will yield 9000. To make it simplar, let's first regard 9000 as 9 × 1000. We know that 9 is 3 × 3 or 32, and 1000 is 10 × 10 × 10 or 103. One simple combination would be to use the numbers 10, 90, and 10, since 10 × 90 × 10 equals 9000.

Another way to look at it is to consider the cubing of exponentials and index numbers principles. For example, the number 9000 can be expressed in scientific notation as 9 × 103. Using the rule of cubing exponentials, we could create a combination like 20, 9, and 50 because 20 × 9 × 50 also equals 9000.

It's also important to keep in mind that when dealing with significant figures and scientific notation, the numbers chosen could represent values that adhere to the appropriate level of precision needed for a given scientific calculation. To conclude, there are many sets of three numbers that could have a product of 9000, but it is essential to choose the right numbers that fit the context in which they are being used.

Answer 2

Product means, the answer of numbers being multiplied with each other.
In the given situation, we need to find three numbers that will be multiplied with each other to get a product which is 9000. Now, let’s find the possible numbers to be multiplied:
=> 300 X 30 X 1
=> 9000 x 1
=> 9000

Or this one also applies:
=> 4500 x 2 x 1
=> 9000 x 1
=> 9000 There are a lot of ways to get a product of 9000 by multiplying 3 digits.