Use the image to answer the question. A football player runs the ball from the 20-yard line on one side of the field to the 20-yard line on the other side. How many yards did the player run? (1 point) yards Skip to navigation
Unfortunately, there is no image provided, so I cannot answer the question.
the pics shows a line on the line it says 10 20 30 40 50 40 30 20 10
If the image shows a football field with yardage markers, then the football player ran from the 20-yard line on one side to the 20-yard line on the other side, which means they ran the entire length of the football field.
In American football, the field is 100 yards long, so the player ran 100 yards.
are you able to open links so i can show you the pic
I'm sorry, but as a text-based AI model, I don't have the ability to open or view links or images. However, I'm here to assist you with any questions or provide guidance based on the information you provide in text format.
Which two quadrants have negative x -values?(1 point) Responses III and IV III and IV II and III II and III I and II I and II I and IV
How many quadrants on a coordinate plane have positive x -values?
There are two quadrants on a coordinate plane that have positive x-values. These quadrants are:
1. Quadrant I, where both the x and y-values are positive.
2. Quadrant IV, where the x-values are positive and the y-values are negative.
. What can be the value of x so that the ordered pair (x, 13) is located in Quadrant II? (1 point) Responses −14 negative 14 9 9 0 0 13 13 Skip to navigation
In Quadrant II, the x-values are negative, but the y-values are always positive. Therefore, the value of x for the ordered pair (x, 13) to be located in Quadrant II would be:
x < 0
So, one possible answer could be:
Negative 14 (-14)
Which of the following pairs of points is a reflection of each other across the y -axis?(1 point) Responses (8, 1) and (1, 8) Left Parenthesis 8 comma 1 Right Parenthesis and Left Parenthesis 1 comma 8 Right Parenthesis (−6, −10) and (6, 10) Left Parenthesis negative 6 comma negative 10 Right Parenthesis and Left Parenthesis 6 comma 10 Right Parenthesis (1, 17) and (1, −17) Left Parenthesis 1 comma 17 Right Parenthesis and Left Parenthesis 1 comma negative 17 Right Parenthesis (13, −11) and (−13, −11) Left Parenthesis 13 comma negative 11 Right Parenthesis and Left Parenthesis negative 13 comma negative 11 Right Parenthesis
The pair of points that is a reflection of each other across the y-axis is:
(8, 1) and (−8, 1)
is (−6, −10) and (6, 10) a pair of points that is a reflection of each other across the y-axis
Yes, the pair of points (-6, -10) and (6, 10) is indeed a reflection of each other across the y-axis.
The point (14, −15) is reflected across both the x - and y -axes. What are the coordinates of the reflected point? (1 point) (, )
The point (14, -15) is reflected across both the x-axis and y-axis.
When a point is reflected across the x-axis, the y-coordinate changes its sign. Therefore, the reflection of (14, -15) across the x-axis is (14, 15).
When a point is reflected across the y-axis, the x-coordinate changes its sign. Thus, the reflection of (14, 15) across the y-axis is (-14, 15).
Therefore, the coordinates of the reflected point are (-14, 15).
when writing a half a coordinate do you write ( 1, 2 1/2) or ( 1, 2.5)
When writing a coordinate with a decimal or fractional value, you generally write it like (1, 2.5) rather than (1, 2 1/2). The decimal form is more commonly used and understood in coordinate notation. However, if a specific context or style guide requires the mixed number or fraction format, then (1, 2 1/2) can be used.
Shahriyar is at a winter park with his family. They go sledding first, then ice skating, then skiing. What is the total distance traveled between these locations? (1 point) $$ Skip to navigation
To determine the total distance traveled between the sledding location, ice skating rink, and skiing area, we would need to know the distances between these locations. Unfortunately, the question does not provide that information. Without the specific distances, it is not possible to calculate the total distance traveled.
Which of the following points has a distance of 3 from the point (−7, 4) ?(1 point) Responses (−7, −1) Left Parenthesis negative 7 comma negative 1 Right Parenthesis (4, 4) Left Parenthesis 4 comma 4 Right Parenthesis (−10, 4) Left Parenthesis negative 10 comma 4 Right Parenthesis (10, 4)
To find the point that has a distance of 3 from the point (-7, 4), we can use the distance formula:
Distance = √((x2 - x1)^2 + (y2 - y1)^2)
Let's calculate the distance from each of the given points to (-7, 4):
For the point (-7, -1):
Distance = √((-7 - (-7))^2 + (-1 - 4)^2) = √(0^2 + (-5)^2) = √(0 + 25) = √25 = 5 ≠ 3
For the point (4, 4):
Distance = √((4 - (-7))^2 + (4 - 4)^2) = √(11^2 + 0^2) = √(121 + 0) = √121 = 11 ≠ 3
For the point (-10, 4):
Distance = √((-10 - (-7))^2 + (4 - 4)^2) = √((-3)^2 + 0^2) = √(9 + 0) = √9 = 3
For the point (10, 4):
Distance = √((10 - (-7))^2 + (4 - 4)^2) = √(17^2 + 0^2) = √(289 + 0) = √289 = 17 ≠ 3
So, the point (-10, 4) has a distance of 3 from the point (-7, 4).
Which coordinate pair should be plotted next for Option B to keep the ratio the same? (1 point) Responses (11, 33) left parenthesis 11 comma 33 right parenthesis (11, 23) left parenthesis 11 comma 23 right parenthesis (15, 33) left parenthesis 15 comma 33 right parenthesis (15, 23) left parenthesis 15 comma 23 right parenthesis Skip to navigation
In order to determine the coordinate pair that should be plotted next for Option B to maintain the same ratio, we need more information or context about the given options and their ratios. Without that information, it is not possible to identify the correct coordinate pair.
The correct answer is:
III and IV.