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Standard XII

Mathematics

Distance between Parallel Lines

P 4, 3 and Q ...

Question

P (4, 3) and Q lies on the same straight line which is parallel to the x-axis. If Q is 3 units from the x-axis, the possible coordinates of Q are:

(4, 0)

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(2, 4)

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(- 4, 3)

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(8, 4)

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Solution

The correct option is C $(- 4, 3)$
$P (4, 3)$ and $Q$ lies on the same straight line.

Since, this line is parallel to $x - a x i s$

$Q$ is $3$ units from the $x - a x i s$ , it means $y = 3$

But in the all options there is only $y = 3$ in $(- 4, 3)$

Hence, this is the answer.

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P (4, 3) and Q lies on the same straight line which is parallel to the x-axis. If Q is 3 units from the x-axis, the possible coordinates of Q are:

The correct option is C (−4,3)P(4,3) and Q lies on the same straight line.Since, this line is parallel to x−axisQ is 3 units from the x−axis, it means y=3But in the all options there is only y=3 in (−4,3)Hence, this is the answer.

The correct option is C $(- 4, 3)$
$P (4, 3)$ and $Q$ lies on the same straight line.

Since, this line is parallel to $x - a x i s$

$Q$ is $3$ units from the $x - a x i s$ , it means $y = 3$

But in the all options there is only $y = 3$ in $(- 4, 3)$

Hence, this is the answer.