Question

point Q is midpoint of seg PR and if PR=10 then PQ=? ​

Answer 1

Given,

Q is the midpoint of PR

The length of PR = 10

To Find,

The length of PQ.

Solution,

Since it is given that Q is the midpoint of PR

So, it divides PR into two equal parts where the length of PQ will be equal to half the length of PR

Therefore,

PQ = 1/2 (PR)

PQ = 1/2(10)

PQ = 5 units.

Hence, the length of PQ is 5 units.

Answer 2

the line segment PQ must have a length of 5 units.

Given

• Q is midpoint of seg PR
• PR=10

To find

• PQ

solution

we are provided with a line segment PR and its length of 10 cm and are asked to find the length of PQ where Q is the midpoint of the given line segment

if Q is the midpoint of the line segment then the point must divide the line segment in equal part.

therefore the length of the line segment PQ and QR must be same.

it's given that the length of the original line segment was 10 units. therefore after the division by the midpoint cube the new length of the new part of line segments would be half the value of 10 units.

Hence, the line segment PQ must have a length of 5 units.

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