`sin^2x + cos^2x = 1`
`y = frac (-b +- sqrt(b^2 - 4ac)) (2a)`
`(x + 2)^2 + (y - 3)^2 = 16`
`slope = m = frac (\text(change in y)) (\text(change in x)) = frac (Deltay) (Deltax)`

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using plain English and real-world business examples.

I won't confuse with too much math or science-based questions. You don't care how many seconds it will take a rock thrown off a cliff to hit the ground. You care how to maximize profit or revenue or minimize cost; business stuff. That's all we'll focus on, business related questions.

Maybe you're not hoping to be the quantitative analyst at a business after you graduate. That's too much math. But it's beneficial to be able to have some idea of what was involved to reach a conclusion from a marginal analysis, that if the company orders 100 more widgets in every replinishment order, the inventory costs will be reduced by 10%.