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On a coordinate plane, draw triangle $A B C$ with vertices at $A(3,1), B(4,2),$ and $C(2,4) .$ Then graph and describe each new triangle formed in Exercises $41-44$.Multiply each coordinate of the vertices in triangle $A B C$ by 2 .
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This gives us the new coordinates: $A'(6,2)$, $B'(8,4)$, and $C'(4,8)$. Show more…
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On a coordinate plane, draw triangle $A B C$ with vertices at $A(3,1), B(4,2),$ and $C(2,4) .$ Then graph and describe each new triangle formed in Exercises $41-44$. Add 2 to each coordinate of the vertices in triangle $A B C$.
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On a coordinate plane, draw triangle $A B C$ with vertices at $A(3,1), B(4,2),$ and $C(2,4) .$ Then graph and describe each new triangle formed in Exercises $41-44$. Multiply each coordinate of the vertices in triangle $A B C$ by $-1$
On a coordinate plane, draw triangle $A B C$ with vertices at $A(3,1), B(4,2),$ and $C(2,4) .$ Then graph and describe each new triangle formed in Exercises $41-44$. Subtract 4 from each coordinate of the vertices in triangle $A B C$.
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