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Wow. Cool to see that evolution.
While concept was forming in my head, I was wondering if functions could change (x + y)(x + y) (factoring) vs quadratic approaches so that factoring might work where it doesn't without tangents, cosines etc...However, I realized that doesn't really make sense so that quadratic equation was necessary.
That was sort of the rationale behind my original question. I realize it's sorta nonsense tho. Factoring clearly wasn't going to work. Unless I'm missing something else...which, of course, is very possible. Lol
Yup.
I just did x = b+/- blah blah to get tanx=.303 and -3.303.
So, tan^-1's =
16.86 degrees (.29 rad) and 196.86 degrees (pi+.29 rad).
And
286.84 degrees (1.28 + 2pi rad) and 106.84 degrees (pi - 1.28 rad).
Yes, that's what I meant. Thanks.
Can this be factored or do you have to do quadratic formula?? Does the fact that it's an angle give it any unique workable properties or do I just look at coefficients like any other quadratic? Thanks.
1tan^2x + 3tanx -1 = 0
Yes!! thx
And going back to this....is this right??
Find y' when y=(x^3 + 3x^2 + 1)(x^2 + 2)
y'= 5x^4 + 12x^3+ 6x^2+ 14x
Thx
...and magic hexagon and unit circle. And started learning about I matrix vs 0 matrix. I actually learned (relearned) a heckload of math today. Haha! Now, I just have to practice it for 1000 hours so as not to forget.
I learned that they've gone out 10^14 and haven't found integers where a^3 + b^3 + c^3 = 33
thanks. for some reason, I wasn't putting together the fraction rel to sides of triangle. really appreciate it.
Thank you very much. Seems so obvious now. haha. Really appreciate it.
Sheesh, they seem so freakin obvious now. Haha. Thank you so much again or ur efforts to help me!
awesome! thank you. I'll study what u guyz posted.
Thanks.. Sorry, I freakin copied it wrong. Just fixed it!!
Eesh. Again, my apologies. I appreciate effort.
If sinθ = 3/5 and 0 ≤ θ ≤ pi/2, then tanθ = ??
Again, plz explain steps. Thank you!!
Okay, how bout this:
(2t-1)/(3t+4)=2
plz show steps
thx
how? can u plz show work?
Okay, a few of these are killin me. Please help and show work. Thank u so much!
#'s 1,3,4 and 6 please. So annoying because I can answer similar problems but missing some things...obviously.
THANKS!!
Test Guide
This seems like it would be very amusing for people of all levels (don't let the first few words of paper scare ya, they're basically in jest). Curious what some of the chronic heavy math users think of it. Enjoy:
PiperThesis
http://www.theliberatedmathematician.com/wp-content/uploads/2015/11/PiperThesisPostPrint.pdf
Thanks again guys! Your perspective is more helpful than you might know. The language and approach is very grounding which is why I ask general questions sometimes. Great stuff.
Yeah, those two are a little advanced for me. I remember covering the stuff but it's been 20 years and I'm just beginning to relearn algebra. It's actually amazing how much one can remember after that long but the gaps are vast canyons. Haha.
Okay, I'll take a stab at 1 before somebody who actually knows tells ya. I could very well be wrong but I believe 2 standard deviations is defined as 95% are within mean. Since they gave you one standard deviation, I would guess that min height is 155cm and max is 175cm. Annnnnd BOY, could I be wrong. Haha!!
Okay, find the rational roots and if possible all roots:
2x^4 - x^3 - 11x^2 + 4x +12 = 0
And: Find y' when y=(x^3 + 3x^2 + 1)(x^2 + 2)
I was briefly looking ahead in a book I'm using to refresh on college algebra and saw some stuff in the section on functions that looked like there might be some weird factoring involved. I'll look again and post one. I'm guessing it probably wasn't factoring now that I think about it but...