Clue1: i am greater than 500 but less than 1,000.
Clue2: My square root is a square number.
Also please explain your answer. Thank you.
This site may help you.
http://www.maths.com/numbers.square.htm
6453 because i need anb answer for thatr to
To find the answer, we need to follow the clues given.
Clue 1 tells us that the number we are looking for is greater than 500 but less than 1,000. So, we can eliminate any numbers below 500 and above 1,000.
Clue 2 states that the square root of the number is a square number. A square number is a number that can be expressed as the product of an integer multiplied by itself. For example, 4, 9, and 16 are square numbers (2x2=4, 3x3=9, and 4x4=16, respectively).
To find the number that satisfies both clues, we need to first consider the square roots of the possible numbers in the given range (500 to 1,000).
The square root of a number can be calculated using a calculator or a programming language. However, within the given range, we can make a guess by finding the closest square numbers both below and above the square root of each number. By doing this, we can check if the square root is indeed a square number.
Let's try this approach with a few numbers from the given range:
- For the number 600, its square root is approximately 24.49. The closest square numbers below and above it are 16 (4x4) and 25 (5x5). Since 24.49 doesn't match any of these square numbers, we can eliminate 600 as the answer.
- For the number 700, its square root is approximately 26.46. The closest square numbers below and above it are 25 (5x5) and 36 (6x6). Since 26.46 doesn't match any of these square numbers, we can eliminate 700 as the answer.
- For the number 800, its square root is approximately 28.28. The closest square numbers below and above it are 25 (5x5) and 36 (6x6). Since 28.28 doesn't match any of these square numbers, we can eliminate 800 as the answer.
- For the number 900, its square root is exactly 30. The closest square numbers below and above it are 25 (5x5) and 36 (6x6). As the square root of 900 is equal to the square number 30, we found the answer.
Therefore, the number that satisfies both clues is 900.