A. False - The length being 40 units does not determine the sum of the x and y coordinates.
B. False - The length being 130 units does not determine the difference between the x and y coordinates.
C. False - The length being the square root of 40 units does not determine the sum of the vertical and horizontal distances.
D. True - The length being the square root of 260 units does determine the difference of the x coordinates and the difference of the y coordinates.
Which of the following statements are true:
A. The length is 40 units; find the sum of the x and y coordinates and square root the answer.
B. The length is 130; find the difference between the x and y coordinates and square it.
C. The length is the square root of 40 units; find the sum of the vertical and horizontal distances squared and then take the square root.
D. The length is the square root of 260; find the difference of the x coordinates and the difference of the y coordinates and subtract those differences.
3 answers
What’s the answer
The answer is:
D. The length is the square root of 260; find the difference of the x coordinates and the difference of the y coordinates and subtract those differences.
D. The length is the square root of 260; find the difference of the x coordinates and the difference of the y coordinates and subtract those differences.