on a number line the coordinates of two points p and q are - 8 and -3 respectively find the distance of PQ
Answers
Answered by
5
Solution :
Given p = - 8 , q = -3
Distance = difference of two points
= -3 - ( -8 )
= -3 + 8
= 5
••••
Given p = - 8 , q = -3
Distance = difference of two points
= -3 - ( -8 )
= -3 + 8
= 5
••••
Answered by
7
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QUESTION :)
on a number line the coordinates of two points p and q are - 8 and -3 respectively find the distance of PQ
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ANSWERS :)
On the y-axis, the coordinate of x will be zero. Hence, we can say that the coordinates of P = (0, y).
On the x-axis, the coordinate of y will be zero. Hence, we can say that the coordinates of Q = (x,0).
Also, it is given midpoint is (–2, –5)
The midpoint of the line segment joining the
Hence coordinates of P and Q are (0,–10) and (4,0) respectively.
QUESTION :)
on a number line the coordinates of two points p and q are - 8 and -3 respectively find the distance of PQ
___________________________________
ANSWERS :)
On the y-axis, the coordinate of x will be zero. Hence, we can say that the coordinates of P = (0, y).
On the x-axis, the coordinate of y will be zero. Hence, we can say that the coordinates of Q = (x,0).
Also, it is given midpoint is (–2, –5)
The midpoint of the line segment joining the
Hence coordinates of P and Q are (0,–10) and (4,0) respectively.
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