Asked by Jon
The vertices of ABC are A(-3,-4),B(-1,3),C(3,-2). The triangle is rotated 90 degrees counterclockwise. Use the rotation matrix [0 -1][1 0] to find the coordinates of C'
A)(-3,2)
B)(4,-3)
C)(-3,-1)
D)(2,3)
I chose A
[0 -1] x [-3 -1 3][-4 3 -2] =
A)(-3,2)
B)(4,-3)
C)(-3,-1)
D)(2,3)
I chose A
[0 -1] x [-3 -1 3][-4 3 -2] =
Answers
Answered by
Reiny
hard to show matrices on here
│0-1││ 3│ = │2│
│1 0││-2│'''│3│
the process goes as follows: 0x3+(-1)x(-2) = 2 and
1x3 + 0x(-2)=3
I don't understand what you tried to do.
│0-1││ 3│ = │2│
│1 0││-2│'''│3│
the process goes as follows: 0x3+(-1)x(-2) = 2 and
1x3 + 0x(-2)=3
I don't understand what you tried to do.
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