Question

ABCD is a parallelogram in which P is the midpoint of DC and Q is point on AC such that CQ=1/4AC .such that cq = 1/4 ac if PQ is produce meet BC at r then cr is equal to​

Answer 1

Step-by-step explanation:

this is the answer for your question

Answer 2

Step-by-step explanation:

We Know That diagonal of a parallelogram Bisect each other

Construction :- meet line D to B

isliya. CS = 1/2 AC (1)

CQ = 1/4 AC ( Given) (2)

Divided by (2) by (1) Equation

CQ / CS = 1/4 AC /1/2 AC

CQ = 1/2 Cs

Hence Q is mid point Of CS

isliya According to Questions Mid point Theorem in ∆ CSD

PQ//DS

If PQ//DS , we Can Say QR //SB

in ∆ CSB ,Q is mid point Of CS

QR//SB

Applying Converse Of mid point Theorem

so R is mid point of CB

thanks dear friend