Question

If the co-ordinates of points P & Q are 6 & -2 respectively, find d(P,Q)​

Answer 1

Answer:

8

Step-by-step explanation:

Given :

• co-ordinates of points P = 6
• co-ordinates of points Q = -2

To Find :

distance between P and Q = d(P,Q)

Solution :

We know that, distance between two coordinates is non-negative and the distance is the difference between the bigger coordinate and smaller coordinate

Here, bigger coordinate= 6 and smaller coordinate = -2

So, distance = 6-(-2)

=> d(P,Q) = 8

$\boxed{ \boxed{d(P,Q) = 8} }$

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Answer 2

$\sf\huge\bold{Question?}$

If the co-ordinates of points P & Q are 6 & -2 respectively, find d(P,Q)

$\sf\huge\bold{Answer:}$

Given :

co-ordinates of points P = 6

co-ordinates of points Q = -2

To Find :

distance between P and Q i.e d(P,Q)

Solution :

Since,we are given that P=6 and Q = -2

then,distance of PQ = Difference of P and Q coordinates

So,we get

⇒distance = 6-(-2)

⇒ d(P,Q) = 8

$\boxed{ \boxed{distance\: d(P,Q) = 8} }$