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Toothpicks
Answers (5)
There's a constraint in the Domain with logarithms where the variable is in the parenthesis (which must be greater than 0). The Range is all reals with logarithms when the variable is in the parenthesis. There's a constraint in the Range when the variable
By the way, at the vertical asymptote where x = -1/3, the value for y gets infinitely negative as you get closer and closer to that line (since the values in the parenthesis are getting smaller and smaller as you approach the minimum value for x, -1/3).
Since logs (which are just exponents) will never cause a number to be 0 or negative (you can't raise e, for example, to any exponent that will yield a value of 0 or below) the values of x that DO cause the number to be 0 or less will create an vertical
The coefficient (which represents the original amount) can't be negative for growth or decay. Otherwise, you're correct.
1.182 is correct. (It has 4 "sig figs" or "significant figures" since the given quantity only had 4 sig figs. Your answer can only be as accurate as the least accurate number given to you. If you would include the digit when you write the value in
