There are numbers 4 and 9. Try to write another number so that one of the three numbers is the square root of the product of the other two numbers
Write 6.4 × 9 = 36, ± 36 = ± 6, 6 is a square root of the product of 4 and 9
RELATED INFORMATIONS
- 1. Given 3 and 6, please write another number so that the square root of one of the three numbers is the product of the other two numbers
- 2. Does any number have a square root?
- 3. It is known that the square root of a positive number is 2a, 3 and 1-A
- 4. Given that the square roots of a positive number are A-3 and 4a-2, what is the value of a? What is the positive number?
- 5. Given 9 and 16, try to write a number a so that one of the three numbers is the square root of the product of the other two numbers
- 6. There are two numbers, 16 and 9. Add another number so that the square root of the product of two of them equals the other number, I don't think so. The square root of a number has two positive and negative values. Just adding one number can't satisfy it. For example, the square root of 16 × 9 is equal to plus or minus 12, and adding one number can't hold
- 7. There are numbers 4 and 9. Try to write another number so that one of the three numbers is the square root of the product of the other two numbers
- 8. Given 9 and 16, try to write a number a so that one of the three numbers is the square root of the product of the other two numbers. How many numbers can you write
- 9. There are numbers 4 and 9. Try to write another number so that one of the three numbers is the square root of the product of the other two numbers
- 10. Satisfy the square root of - 2
- 11. Write the number of two positive square roots equal to itself
- 12. The arithmetic square root of 22 / 3 and 49
- 13. Second order unit matrix square root algorithm Find a second order matrix X, so that its square is equal to the second order identity matrix, please give the algorithm Note: this problem is a numerical method problem, only need algorithm ideas, do not need code, Another problem is as follows: A and B are known matrices of NxN respectively, and finding the unknown matrix of NxN such that axa-xb = I (identity matrix) is also a numerical algorithm The two questions are very similar. They are well done, It's the best way to solve the problem in MATLAB,
- 14. Which is the function to solve the positive definite equation of coefficient matrix with square root and improved square root in MATLAB?
- 15. What number can be used for root operation?
- 16. The square root of a number 2m-6 and 3M + 1, what is the number? How to write the process
- 17. When the value of K is what, solving the fractional equation 1 / (x + 2) - K / (X-2) = 1-4x / (x ^ 2-4) will produce increasing roots
- 18. If the fractional equation 3x / X-2 + 5 = 8m / X-2 has an increasing root, then M =?
- 19. When m is the value, the fractional equation 1 / X-1 + m / X-2 = 2m + 2 / x ^ 2-3x + 2 has an increasing root
- 20. If the fractional equation 3xx − 1 = MX − 1 has an increasing root, then the value of M is () A. 1B. -1C. 3D. -3