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Difficulty: Hard
| ID | Section | Domain | Skill | Difficulty | Question | Actions |
|---|---|---|---|---|---|---|
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math_alg_302
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(w = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
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math_alg_301
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(v = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
|
math_alg_300
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(m = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
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math_alg_299
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(s = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
|
math_alg_298
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(r = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
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math_alg_297
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Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(q = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
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math_alg_296
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(T = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
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math_alg_295
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Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(F = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
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math_alg_294
|
Math | algebra | linear_functions | Hard | A temperature conversion function is given by \(h = \frac{9(v - 273.15)}{5} + 32\), where \(v\) is a temperature in kelvi... | |
|
math_alg_293
|
Math | algebra | linear_functions | Hard | A rental company charges \(410\) dollars for the first day of renting a lighting package and \(165\) dollars for each day... |