A curve passes through (2, -5) and satisfies = 6x^2 – 1.
Find y in terms of x.
thanks in advance! :)-Im assuming its dy/dx = 6x² - 1?
What you can do is assume this to be an initial value problem
Show that, if z is a non real complex such that sin(z) is real, then|sin(z)| > 1.
Thank you.-Use the identity sin(x+iy)=sin(x)cosh(y)+icos(x)sinh(y) .
Since sin(z) = sin(x + iy) is real, cos(x)sinh(
At time t, the position of the object is given by x = 9t − 5, y = 4t − 13. Determine when the object hits the x-axis. Then determine when the object his the y-axis.-A plot hits the x axis when y = 0
A lily pad doubles in size each day. If it takes 28 days for the lily pad to cover the entire pond, how many days will it take to cover 1/4 of the pond?
show your work-First Method:
Alright, so it ta
find the max of these equations without solving them. I know that sounds weird, but without going through the calculations, find the max.
y = 1500 - 3y^2
y = 1200 - 2y^2
thanks for the help!-y = 0
See the question.-By the limit comparison test if lim n-> infinity of a(n) / b(n) converges to nonzero real number then the series a(n) converges iff series b(n) converges
Here a(n) is (n+1)/n^(5/2)
L
without a calculator, evaluate cos(9pi/4) PLEASE give an explanation, i know the answer already from using my calculator but im so confused of how to get it without one, which is sadly what my homewor
Solve for x.
(x + 3)^4/3 = 81
I got the answer 24, but supposedly you can get a second answer which is -30 . .
But I dont know how to get that answer, please help me!-[(x+3)^1/3]^4 = 81
(x+3)^1
11a + 6c + 4a
And also for 3r + 2r^2 + 4r-like terms are either numbers or terms having the same variable........
11a + 6c + 4a = 15a+ 6c
3r + 2r^2 + 4r = 2r^2 + 7r-if the letter (the variable) be
im trying to figure out the problem the limit of sin x over x + tan x as x approaches 0-Get your answer in degrees. Divide it by 180 then multiply with pi.-
Alternatively, and more expectedly if you
GIVEN THESE PIECE-WISE FUNCTIONS
f(x) = {1 , if 0≤x0 , if x
and
g(x) = {0 , if 0≤x1 ,ifx
i have to find if these functions are continuous at x=0 in each of these parts:
f(x)
g(x)
f(-x)
lg(x)l
f(
Find the precision for each measurement. Explain its meaning. Thanks!!
1.) 80 in.
2.) 22 mm
3.) 16 1/2 in.-1.) 1 sig fig. The number could be as low as 75.0 inches or as high as 84.5 inches.
2.) 2 si
Simplify, leaving as little as possible inside absolute value signs:
I 9x I
I 2x^2 I
I -2x^2 I
I -6y I
Ix^2 over -y I
fraction^
Solve:
I q I = 0
I x I = 3
10 - I 2x - 1 I = 4
I 3x + 4 = I x