The perimeter of two similar triangles are 24 cm and 18cm respectively if one side of the first triangle is 8 cm what is the corresponding side of the second triangle show me the clear some
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Answer:
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cm
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18But both triangle are similar
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18But both triangle are similar Then
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18But both triangle are similar ThenFDAB=Perimeter of DEFPerimeter of ABC
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18But both triangle are similar ThenFDAB=Perimeter of DEFPerimeter of ABC⇒FD8=1824
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18But both triangle are similar ThenFDAB=Perimeter of DEFPerimeter of ABC⇒FD8=1824⇒24(FD)=8×18
Given that the perimeter of two triangles ABC and DEF are 24 cm and 18 cmThen, AB+BC+CA=24And FD+DE+EF=18But both triangle are similar ThenFDAB=Perimeter of DEFPerimeter of ABC⇒FD8=1824⇒24(FD)=8×18⇒FD=24144=6 cm
