when using a calculator to find the square root of a number, which of the following is the correct sequence of steps?
a. 1 enter the number
2 press the x2 (x-squared) key
b. 1 press the x2 (x-squared)key
2 enter the number
3 press the equals key
c. 1 press the square root key
2 enter the number
3 press the equals key
d. 1 enter the number
2 press the square root key
Try those on a calculator and tell us what you find.
its c
That did't work on my calculator.
i think its b
If you want square root, why would you press the x- squared key?
Why don't you find the square root of 9 on this online calculator?
http://www.calculateforfree.com/
Note: the square root of 9 = 3
its d te answer
The correct sequence of steps to find the square root of a number using a calculator is option:
c. 1 press the square root key
2 enter the number
3 press the equals key
To find the square root of a number using a calculator, you need to follow these steps:
1. Press the square root key (√): This key is usually represented by a radical symbol (√) or a number followed by a square root symbol. Pressing this key prepares the calculator to compute the square root of the number you enter next.
2. Enter the number: After pressing the square root key, enter the number you want to find the square root of. You can usually input the number using the numeric keypad on the calculator.
3. Press the equals key (=): This key calculates and displays the square root of the number you entered. The answer will be shown on the calculator's screen.
So, in option c, you press the square root key, enter the number, and then press the equals key, which is the correct sequence to find the square root of a number using a calculator.