
Slope and Similar Triangles
Quiz by Chandler Anderson
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10 questions
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- Q1Which of the following is a true statement about the triangles shown on the graph?DACB120s
- Q2Catherine used the two points and the right triangles shown to find the slope of the line. Catherine found the slope to be 1/10. Is she correct?No, slope should be 10Yes she is correctNo, slope should be -10120s
- Q3STOP! Complete #3 on your worksheet.Okay, I'm Done!120s
- Q4Explain whether or not the triangles shown could lie on the same line. (Hint: find the ratio for both and simplify. Use rise over run.)Yes, the ratio for both simplifies to 6.Yes, the ratio for both simplifies to 1/6No, their ratios are not the same.120s
- Q5Identify which line from the graph on your worksheet this right triangle could lie on. (Hint: find the slope of the lines, then compare to the slope of the triangles.)Line CLine ALine B120s
- Q6Identify which line from the graph on your worksheet this right triangle could lie on. (Hint: find the slope of the lines, then compare to the slope of the triangles.)Line BLine CLine A120s
- Q7Identify which line from the graph on your worksheet this right triangle could lie on. (Hint: find the slope of the lines, then compare to the slope of the triangles.)Line CLine BLine A120s
- Q8Identify which line from the graph on your worksheet this right triangle could lie on. (Hint: find the slope of the lines, then compare to the slope of the triangles.)Line CLine BLine A120s
- Q9Identify which line from the graph on your worksheet this right triangle could lie on. (Hint: find the slope of the lines, then compare to the slope of the triangles.)Line CLine ALine B120s
- Q10Identify which line from the graph on your worksheet this right triangle could lie on. (Hint: find the slope of the lines, then compare to the slope of the triangles.)Line CLine BLine A120s