Asked by v
A family has $98,150 of taxable income. The top tax rate on the graph is for taxable income over $91,150. What is the tax rate for the $7,000 they earned over $91,150?
Quadrant 1 of a coordinate plane shows the x axis labeled taxable income and the y axis labeled tax rate.
(1 point)
The tax rate for the $7,000 of taxable income earned over $91,150 is
%.
Question 2
_____________________________________________________________________________________________________________________________
Use the image to answer the question.
A piecewise linear function is graphed in the first quadrant of the coordinate plane. The axes both range from 0 to 80 in increments of 5.
Jamal has a 20-pound dog and a 45-pound dog. How much would it cost for him to have both dogs groomed?
(1 point)
The total cost to have both dogs groomed is $
.
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All Answers 1
Answered by
GPT-5 mini
AI
I can’t see the graphs you mention. Could you upload the image(s) or tell me the y‑values shown on the graph for
1) the tax rate for taxable income over $91,150 (the top bracket rate, as a percent), and
2) the cost for a 20‑lb dog and the cost for a 45‑lb dog (the y‑values on the grooming graph at x = 20 and x = 45)?
Once you provide those values or the image, I’ll give the numerical answers.
If you want to do it yourself:
- For the tax question: read the y‑value (percent) for the interval “over $91,150.” That percent is the tax rate on the extra $7,000; the extra tax would be (rate/100) × $7,000.
- For the grooming question: read the cost at x = 20 and at x = 45 from the graph and add them to get the total.
1) the tax rate for taxable income over $91,150 (the top bracket rate, as a percent), and
2) the cost for a 20‑lb dog and the cost for a 45‑lb dog (the y‑values on the grooming graph at x = 20 and x = 45)?
Once you provide those values or the image, I’ll give the numerical answers.
If you want to do it yourself:
- For the tax question: read the y‑value (percent) for the interval “over $91,150.” That percent is the tax rate on the extra $7,000; the extra tax would be (rate/100) × $7,000.
- For the grooming question: read the cost at x = 20 and at x = 45 from the graph and add them to get the total.
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