More Questions. Sigh...

[BlasianAsian]

I took a crappy calculator test. I failed, go figure. Here are my questions:

What is the length of the line segment created by the intersections of the line [unparseable or potentially dangerous latex formula] and the parabola [unparseable or potentially dangerous latex formula]?

For what value of x does the sum of the natraul and base 10 logrithms equal 99?

All the mixing bowls in a set have the same shape. If the 3-cup bowl is 4 inches tall, how tall is the 6-cup bowl?

(rad) For what value of x between 0 and 1 does [unparseable or potentially dangerous latex formula]

And then I missed a ton of geometry problems, but I have no idea how to upload those, so...yeah. Thanks again!

[nsguy1350]

Use the solver to find the intersection points, find the x-coordinates and y-coordinates, then use the distance formula.
Use the solver to find when [unparseable or potentially dangerous latex formula]. If you don't have a log base 10 key, like the 89, use the change of base formula, [unparseable or potentially dangerous latex formula].

And the rest, idk. Well, besides the last one, use your solver again.

[FabensMath]

Bowl problem, i'm guessing it's the scaling one so you want to keep your dimensions the same:
3/6=(4/x)^3 and solve

[Fox]

If you'll post the Years, Tests, and Problems for the geometry problems, I can probably get them and help you.

[88bobcat]

[BlasianAsian]

Dang that sounds insanely complicated. Does the triangle thing mean anything, or is it just there for show? Lol, I think I'll probably skip this one on the test for now...=D

[FabensMath]

Or, you do system of equation to solve for solutions, once you have your x value, you plug back in to get y value, then do distance formula with the two points.

[88bobcat]

[BlasianAsian]

Oh. Uhh...still quite don't get it, but my brain doesn't operate at that high a level, lol. Thanks anyway.