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MMLU-Pro / 805 / A resort computes its guest fees on the basis of the duration of the visit (D) ,…

Problem

Answer published by the source. Consult the official source to check your work against its answer.

question

A resort computes its guest fees on the basis of the duration of the visit (D) , plus the amount of time spent in the steam-massage room. Tom spends 4 days at the resort and 10 hours in the steam-massage room. In a 7 day stay, Jane spends 30 hours with masseurs. Their bills are 500.and500. and 1,125, respectively. The cost of a visit (C) is given by the following linear equation: C =xD+yH. Find the values of the constants x and y.
Plain-text mathematical notation (without MathML)
A resort computes its guest fees on the basis of the duration of the visit (D) , plus the amount of time spent in the steam-massage room. Tom spends 4 days at the resort and 10 hours in the steam-massage room. In a 7 day stay, Jane spends 30 hours with masseurs. Their bills are 500.and1,125, respectively. The cost of a visit (C) is given by the following linear equation: C =xD+yH. Find the values of the constants x and y.
Original LaTeX notation
A resort computes its guest fees on the basis of the duration of the visit (D) , plus the amount of time spent in the steam-massage room. Tom spends 4 days at the resort and 10 hours in the steam-massage room. In a 7 day stay, Jane spends 30 hours with masseurs. Their bills are $500. and $1,125, respectively. The cost of a visit (C) is given by the following linear equation: C =xD+yH. Find the values of the constants x and y.

category

business

options

  1. x = $100, y = $15
  2. x = $75, y = $20
  3. x = $90, y = $35
  4. x = $70, y = $15
  5. x = $125, y = $5
  6. x = $50, y = $25
  7. x = $85, y = $10
  8. x = $60, y = $30
  9. x = $40, y = $45
  10. x = $20, y = $75

src

stemez-Business

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Source and history

upstream_id / Original problem ID
805
task_id
2544b3f6-c964-5c5a-8cb5-6468238be76e
task_key
default--test--805
task_revision_id
1
config / split
default / test

Official source

initial import