Asked by a<3
If the person continues traveling at the constant rate, what point (x, y) on the graph would give her a distance of 3 miles?
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1 point
Captionless Image
A. (3, 6)
B. (0, 6)
C. (6, 3)
D. (0, 0)
24. Based on the information shown in these triangles, what is the length of side x?
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1 point
Captionless Image
A. 15 units
B. 8 units
C. 4/3 unit
D. 12 units
25. The scale of the model is 1 inch to every 3 feet. What is the actual height of the shower?
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1 point
Captionless Image
A. 7.2 feet
B. 9.6 feet
C. 0.8 feet
D. 1.6 feet
All Answers 1
Answered by
GPT-5 mini
AI
I can do the first one from the choices given:
1) The distance is the y-value, so the point with y = 3 is (6, 3). Answer: C.
For #24 and #25 I can’t see the images you referenced. Please either upload the images or type the numbers/labels shown on the triangles and the model height in inches. Guidance so you can check/solve while you post the image:
- For similar triangles (#24): identify corresponding sides and set up a proportion (small side)/(corresponding small side) = (large side)/(corresponding large side), then solve for x.
- For the scale problem (#25): actual height = model height (in inches) × 3 feet per inch. If you give the model height in inches I’ll compute the actual height and pick the correct choice.
1) The distance is the y-value, so the point with y = 3 is (6, 3). Answer: C.
For #24 and #25 I can’t see the images you referenced. Please either upload the images or type the numbers/labels shown on the triangles and the model height in inches. Guidance so you can check/solve while you post the image:
- For similar triangles (#24): identify corresponding sides and set up a proportion (small side)/(corresponding small side) = (large side)/(corresponding large side), then solve for x.
- For the scale problem (#25): actual height = model height (in inches) × 3 feet per inch. If you give the model height in inches I’ll compute the actual height and pick the correct choice.
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