D is a point on BC such that
ABD=CAD. If AB=5 cm, AD=4 cm and
AC =3 cm. Find
(i) BC (ii) DC
(iii) A(∆ACD): A(∆ BCA)
Answers
Answered by
3
Answer:
(i)BC2=AB2-AC2
=(5)2-(3)2
=25-9 (where 2 is it is square in(i) and (ii))
=16
=√16
=√4×4
=4
(ii)DC2=AD2+AC2
=(4)2+(3)2
=16+9
=√25
=√5×5
=5
(iii) 5+3+4:4+3+5
12:12
1:1
=1
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