What is the length of the line segment PQ on the coordinate grid? A four-quadrant coordinate grid from negative 50 to positive 50 in increments of 10 is drawn. Point P is plotted on the ordered pair negative 10, 20. Point Q is plotted on the ordered pair 20, 20. The points are connected by a line.
10 units
20 units
30 units
40 units
Answers
Answered by
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10 unitsjdjddododkfkoddodlps
mamitadlee8:
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Answered by
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The points are connected by a line which has a distance of 30 units.
Step-by-step explanation:
First draw the four quadrants on a graph paper as told in the question.
The coordinates are already given which are,
negative 10, 20 - (-10,20)
positive 20, 20 - (20,20)
After the plotment (they are plotted). A straight line has been formed which is PQ.
The length of the line is PQ as this line is parallel to the x - axis. So, the length of the line is the summation of 10 from second quadrant and 20 from first quadrant.
So, the sum is 30. Hence the length of the line is 30 units.
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