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Is the square root of 93 rational?
The square root of 93 is an irrational number
What is 93 plus the square root of -75?
18
Find the square root of 8649?
The square root of 8649 is 93.
Is 93 a rational number?
Yes.
What is the correct notationfor the complex number 93 plus square root of-75?
It is 95 + 5*√3*i, the three multiplicands at the end can be put in other orders.
Is the square root of 93 rational?
The square root of 93 is an irrational number
What is 93 plus the square root of -75?
18
What are the square root of 8649?
The square root of 8649 is 93
Find the square root of 8649?
The square root of 8649 is 93.
What is square root of 93 rounded to the nearest whole number?
A raiz quadrada de 93 é aproximadamente 9,64
Is 9.3 rational or irrational?
9.3 is a rational number, as it can be expressed as a fraction.
What is the square root of 8649?
93
Is 93 a rational number?
Yes.
What is 10 less than 93?
The square root of 6,889, which is 83.
What integers are closest to the square root of 93?
Oh, dude, the square root of 93 is between 9 and 10, so the integers closest to it are 9 and 10. It's like when you're trying to find the closest parking spot to the mall entrance - you pick the one that's right there, not the one in the next zip code over. So yeah, 9 and 10 are your best buds in this square root adventure.
What does trial and error method to approximate square root to 1 decimal place?
These days, "trial and error" is called "guess and check." It involves trying out some number combinations to see which is closest to the right answer. Let's pick a random number like 93. 93 is not a perfect square. Since 93 is between 81 and 100, the square root of 93 will be between 9 and 10. Let's try 9.5 9.5 x 9.5 = 90.25 Close. Let's try 9.6 9.6 x 9.6 = 92.16 Even closer. Let's try 9.7 9.7 x 9.7 = 94.09 Too far. To one decimal place, 9.6 is the closest number to the square root of 93 without going over and we found it by trial and error.
What is the correct notationfor the complex number 93 plus square root of-75?
It is 95 + 5*√3*i, the three multiplicands at the end can be put in other orders.
