Maths
Chapter triangles
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It is Given AB=DB
AC=DC
Third side BC is common to both of them .
Therefore ∆ACB=~∆DCB
Using Corresponding Parts of congruent triangles (CPCT)we get,
/_ABC=/_DBC
Therefore
2x-4=58°
2x. = 58-4
2x. = 54
x. =54÷ 2
x. = 27
Again By CPCT we get
/_ACB=/_DCB
Therfore
y+15°=63°
y. =63-15
y. =48°
Therefore ,x=27° and y=48°
AC=DC
Third side BC is common to both of them .
Therefore ∆ACB=~∆DCB
Using Corresponding Parts of congruent triangles (CPCT)we get,
/_ABC=/_DBC
Therefore
2x-4=58°
2x. = 58-4
2x. = 54
x. =54÷ 2
x. = 27
Again By CPCT we get
/_ACB=/_DCB
Therfore
y+15°=63°
y. =63-15
y. =48°
Therefore ,x=27° and y=48°
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0
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