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MMLU-Pro / 8741 / We know that y'=(x+y) / 2, we also know that …

Problem

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question

We know that $y'=(x+y) / 2$, we also know that y(x=0)=2,y(x=0.5)=2.636,y(x=1)=3.595,y(x=1.5)=4.9868y(x=0) = 2, y(x=0.5) = 2.636, y(x=1) = 3.595, y(x=1.5) = 4.9868, what is the value of y(2) using Adams bashforth predictor method.
Plain-text mathematical notation (without MathML)
We know that $y'=(x+y) / 2$, we also know that y(x=0)=2,y(x=0.5)=2.636,y(x=1)=3.595,y(x=1.5)=4.9868, what is the value of y(2) using Adams bashforth predictor method.
Original LaTeX notation
We know that $y'=(x+y) / 2$, we also know that $y(x=0) = 2, y(x=0.5) = 2.636, y(x=1) = 3.595, y(x=1.5) = 4.9868$, what is the value of y(2) using Adams bashforth predictor method.

category

math

options

  1. 5.4321
  2. 7.1234
  3. 6.2456
  4. 7.7654
  5. 5.6789
  6. 5.9867
  7. 6.1002
  8. 6.8731
  9. 6.5423
  10. 7.3561

src

theoremQA-Math

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Source and history

upstream_id / Original problem ID
8741
task_id
93ca9ec3-b4b8-5964-8dab-c874d9c971d4
task_key
default--test--8741
task_revision_id
1
config / split
default / test

Official source

initial import