Point P is the midpoint of seg XY- If XP -8-5- find l XY -A- 4-25B- 17C- 19D- 16-25

The correct option is B 17If P is the midpoint between XY then l(XP) = l(XY)/2 ⇒ nbsp;l(XY) = nbsp;l(XP) × 2 Given nbsp;l(XP) = 8.5 ⇒ nbsp;l(XY) = 2×8 ...

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Standard IX

Mathematics

Segments and Its Properties

Point P is th...

Question

Point P is the midpoint of seg XY. If XP = 8.5, find l(XY).

4.25

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16.25

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Solution

The correct option is B 17
If P is the midpoint between XY then
l(XP) = $\frac{l (X Y)}{2}$ $\Rightarrow$ l(XY) = l(XP) $\times$ 2

Given l(XP) = 8.5 $\Rightarrow$ l(XY) = 2 $\times$ 8.5 = 17
So, l(XY) = 17

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Point P is the midpoint of seg XY. If XP = 8.5, find l(XY).

The correct option is B 17If P is the midpoint between XY then l(XP) = l(XY)2 ⇒ l(XY) = l(XP) × 2 Given l(XP) = 8.5 ⇒ l(XY) = 2×8.5 = 17 So, l(XY) = 17

The correct option is B 17
If P is the midpoint between XY then
l(XP) = $\frac{l (X Y)}{2}$ $\Rightarrow$ l(XY) = l(XP) $\times$ 2

Given l(XP) = 8.5 $\Rightarrow$ l(XY) = 2 $\times$ 8.5 = 17
So, l(XY) = 17