Triangle ABC is in the second quadrant and translated along (3,-2) and reflected across the y-axis. Determine if the translation will be in the given quadrant. Write Yes or No for each statement.
B. In the second quadrant after the first transformation.
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Step-by-step explanation:
If a triangle is in first quadrant then translation along {-3,2} , i.e. movement of three units in the horizontal direction to the left and two units in the upwards direction, will keep the triangle in the 2nd quadrant itself. So, after the first transformation the triangle stays in the 2nd quadrant.
Hence, the answer for the statement is No.
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