Question

line pQ is parallel side BC then write the ratio in which sides AB and AC are divided proportionately. Also , give your reason​

Answer 1

$\frac{AP}{PQ}=\frac{AQ}{QC}$

Reason: Triangle proportionality theorem

Step-by-step explanation:

ABC is a triangle and PQ is parallel to side BC of triangle BC.

Point P lies on side  AB and point Q lies  on side AC of triangle ABC.

Triangle proportionality theorem:

It states that a line parallel to one side of triangle and  and intersect the other two sides of triangle , then it divides the sides proportionally.

i.e Let ABC is a triangle and MN is parallel to BC

Then $\frac{AM}{MB}=\frac{AN}{NC}$

$\frac{AP}{PQ}=\frac{AQ}{QC}$

Reason: Triangle proportionality theorem

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