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The equation\( \dfrac{S-17}{65}\) = \(\ \dfrac{p\ +\ 9}{30}\) relates two temperature scales, where s is number of degrees on one scale & p is number of degrees on another scale. Which of the following equations can be used to convert temperatures from p scale to s scale?
If one positive integer is greater than another positive integer by 3 and difference of their cubes is 117, then what could be their sum?
If the sum of first five positive integers is S, what is the sum of the first five positive even integers, in terms of S?
If S is the product of the integers from 50 to 150 inclusive, and if t is the product of the integers from 50 to 151 inclusive, what is the
\(\dfrac{1}{s} + \dfrac{1}{t} \)in terms of t?