SOLUTION: Using the properties of logarithms, simplify the expression ln 𝑦 such that there is no
contain products, quotients or powers.
𝑦=√(3𝑥−4)(3−2𝑥)/4𝑥^2 − 1
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Quadratic-relations-and-conic-sections
-> SOLUTION: Using the properties of logarithms, simplify the expression ln 𝑦 such that there is no
contain products, quotients or powers.
𝑦=√(3𝑥−4)(3−2𝑥)/4𝑥^2 − 1
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Question 1195008: Using the properties of logarithms, simplify the expression ln 𝑦 such that there is no
contain products, quotients or powers.
𝑦=√(3𝑥−4)(3−2𝑥)/4𝑥^2 − 1 Answer by greenestamps(13200) (Show Source):
(1) Don't use "√" to indicate square roots -- we can't tell how much of the expression that follows is under the radical.
(2) Use more parentheses to make it absolutely clear what the expression is. For example, I assume what follows the "/" should be (4x^2-1) -- that is, you are dividing by (4x^2-1), not dividing by 4x^2 and then subtracting 1.
