Takamachi Nanoha said:
If you want, you can.
Guess the Answer then Ask a Hard Math Question
- Thread starter SUPER WAHA
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If you want, you can.
x + 12
Differentiate the expression 3x2 with respect to x.
Differentiate the expression 3x2 with respect to x.
6x
Integrate 3x2 + 3sin3(2x-5) - e2x with respect to y, if when x = 0 its integral is equal to 2y.
Integrate 3x2 + 3sin3(2x-5) - e2x with respect to y, if when x = 0 its integral is equal to 2y.
Damm, I learning how to this sort of integration next year.
So I'm gonna guess x3 + 0.75sin4(2x-5) - 1/2x e2x+1
A circle has centre with coordinates (7,2) and a radius of 5. What is the equation of the circle in the form (x-a)2 + (y-b)2 = r2
So I'm gonna guess x3 + 0.75sin4(2x-5) - 1/2x e2x+1
A circle has centre with coordinates (7,2) and a radius of 5. What is the equation of the circle in the form (x-a)2 + (y-b)2 = r2
WTF I HAD THE ANSWER HERE
(x-7)^2 + (y-2)^2 = 25
Find the equation of the tangent line to y=sin(2x) when x = 3(pi)/4 {Write tangent line in slope-intercept form}
(x-7)^2 + (y-2)^2 = 25
Find the equation of the tangent line to y=sin(2x) when x = 3(pi)/4 {Write tangent line in slope-intercept form}
@ Topper - since it's with respect to y, not x, you'll need to have y in the answer. 
@ Boo
Gradient at x = 3pi/4 = dy/dx at x = 3pi/4 = 2cos(3pi/2) = 0
Value of y at x = 3pi/4 = -1
therefore y = -1 is the tangent
Find the acceleration vector r" if r(t) = 5r2 - 27r + 15/r
@ Boo
Gradient at x = 3pi/4 = dy/dx at x = 3pi/4 = 2cos(3pi/2) = 0
Value of y at x = 3pi/4 = -1
therefore y = -1 is the tangent
Find the acceleration vector r" if r(t) = 5r2 - 27r + 15/r
I'm not sure for that one...
(x^2+3x+5)/(x(x+1))
(x^2+3x+5)/(x(x+1))
Spongebob
pi*pi*infinity/8billiontrillion-4(56465786456/43464665)=
pi*pi*infinity/8billiontrillion-4(56465786456/43464665)=
Something lying in the aleph-null numberset
Use the Gram-Schmidt reduction ?algorithm to find perpendicular unit vectors in R2 for the vectors x2+3x+5, x2 +4 and 1-3x. (Hope I got the wording right)
Use the Gram-Schmidt reduction ?algorithm to find perpendicular unit vectors in R2 for the vectors x2+3x+5, x2 +4 and 1-3x. (Hope I got the wording right
)Unfortunately I can't answer this question due to a typo.
If f(x) = 2x + 6
Find f-1(x)
There is no question mark before algorithm.Ken Masters said:
If f(x) = 2x + 6
Find f-1(x)