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Step-by-step explanation:
D is the mid point of AD.
hence, AD =BD
now triangle DPC and QPC stands on same base and b/w same ||'s
so they both are equal in area
now DC is the median
hence triangle ar BDC = half to the area of ABC
triangle BDP+ triangle PDC =triangle BDC
and PDC =QPC
so we can put QPC in place of PDC
hence triangle BDP + PQC= BQC
so, ar BQC = half to the area of ABC
hope it helps
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Answer:
She has answered correctly
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