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Pegs
Questions (7)
There is a problem that asks if an ice cube is dropped into nitrogen (boiling point of nitrogen is 77K), how much nitrogen will
0 answers
606 views
How would I solve for R?
R^2 + (4400)^2 = (R + 1.5)^2
2 answers
443 views
Can someone please help me find the arc length of this curve?
x = 3y^(4/3) - 3/32y^(2/3) y is between -64 and 64
2 answers
542 views
f(x) = (x+2)/(x+6)
What is f^(-1)(-6)? (what is f inverse of -6) I found f' which was [(x+6)-(x+2)]/(x+6)^2 I set the function
2 answers
584 views
I'm trying to find the antiderivative of (x+3)/2
How would you go about this? The answer is (x+3)^2/4
3 answers
513 views
How would I scale down an experiment?
For example a procedure states that 5.0 g will be made (53% yield) but we want to propose a
1 answer
641 views
f(x) = (9x^3 - 1x^2 + 8x + 4)/(-2x^2 - 4x - 2)
What is the smallest value of x at which f(x) intersects its non-vertical
2 answers
976 views
Answers (5)
Thanks! I didn't even need to use the quadratic because when I added like terms, the square canceled out :)
Oh wow...so I need to find it implicitly first??? How confusing. I was just trying to figure out the arc length using the first equation and I assumed it didn't matter that the x and y terms were switched Yes, the last term is (-3/32)y^(2/3), the fraction
I think I did wrong math and ended up doing more than I was supposed to. Thanks for the help, I get it now!
Wow, I knew it was easier than I thought. I tried splitting them up into x/2 + 3/2 and all kinds of things. Thanks so much.
No, I wrote everything correctly. Yes I did that and then I did multiply both sides by the denominator. The answer I got from the quadratic equation was not correct, however, according to my online homework.