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Omni-MATH / Let G be the number of Google hits of "guts round" at 10:31PM on October 31, 2011. Let B be the number of Bing hits of "guts round" at the same time. Determine B/G. Your score will…

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problem

Let GG be the number of Google hits of "guts round" at 10:31PM on October 31, 2011. Let BB be the number of Bing hits of "guts round" at the same time. Determine B/GB / G. Your score will be max(0,⌊20(1−20|a−k|k)⌋)\max (0,\left\lfloor 20\left(1-\frac{20|a-k|}{k}\right)\right\rfloor) where kk is the actual answer and aa is your answer.
Plain-text mathematical notation (without MathML)
Let G be the number of Google hits of "guts round" at 10:31PM on October 31, 2011. Let B be the number of Bing hits of "guts round" at the same time. Determine B/G. Your score will be max(0,⌊20(1−(20|a−k|)/(k))⌋) where k is the actual answer and a is your answer.
Original LaTeX notation
Let $G$ be the number of Google hits of "guts round" at 10:31PM on October 31, 2011. Let $B$ be the number of Bing hits of "guts round" at the same time. Determine $B / G$. Your score will be $$\max (0,\left\lfloor 20\left(1-\frac{20|a-k|}{k}\right)\right\rfloor)$$ where $k$ is the actual answer and $a$ is your answer.

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task_id
361dd2c9-38f7-51c4-85eb-50c5620601af
task_key
test--361dd2c9-38f7-51c4-85eb-50c5620601af
task_revision_id
1
config / split
/ test

Official source

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