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the d(apple) , d(asdasdad) line where you split it , the line above the letter I, wna learn it for the heck of it xD i do it by convention

3rd line, dno how do xD for vol of revolution teach teach, how you split it up like that

assess not access :O should learn what the terms require now, it will dramatically influence your marks in the near future

ish tank food which follows a formula arranged from complex numbers, with real and imaginary parts, so you have to eat air :jump:

Complex carbohydrates foods list - good sources of complex carbohydrates Basically it is a type of food which provides a greater energy level than regular foods, probably due to its chains and bonding which makes it more condensed, harder to break down etc. Most commonly eaten by athletic...

speed = |"velocity"| -> the sign of v indicates the direction of motion acceleration = " " + or - (travelling left or right) max acceleration when v=0, not moving

oh i see but is there a method to find the local max from the restricted domain. I only can obtain @ = 0 as the max from visual inspection and subbing in values. Is there an algebraic method

find the max and min values of the expression (2-sin@)/cos@ for 0<_@<_pi/4 and state the values of @ for which they occur i obtain pi / 6 but am not sure how to get @ = 0 as well, and you have to double diff to show max min right, full working please

begin by knowing the text. refurnish that knowledge into understanding. read critical essays, interpretations, context notes etc. Comprehend the question. why is the question important? why is it being asked? what is its focus? Construct a mind map with quotes, themes, ideas, and examples from...

http://community.boredofstudies.org/7/english-advanced/44611/antis-guide-essay-writing.html check antis guide "When you read a text for the first time it is necessary to keep certain things in mind such as the conditions in which the text was created, the ways in which the text has been...

wna do my hw for me?

2sinx - 3cosx = 1\\ sinx = \frac{2t}{1+t^2}\ \ \ \ \ cosx = \frac {1-t^2}{1+t^2}\\ 2\frac{2t}{1+t^2} - 3 \frac {1-t^2}{1+t^2} = 1\\ 3t^2+4t-3 = 1+t^2\\ t^2 +2t -2 = 0\\ \Delta = 4-4(-2) = 12\\ \sqrt \Delta = 2 \sqrt3\\ t = \frac{-2 \pm 2\sqrt 3}{2}\\ t = -1\pm\sqrt 3\\ since\ tan \Theta /2 = t\\...

shaono dont have friend :D lol jooking xD if you can make him use latex ill call you god, never seen him use latex before ill be happy if you show me full working out, and actually show answer as well, then ill read it :P

lol nice, need help on one more but it has a diagram. If you have cambridge maths 3u year 11 textbook its on, ex 14H , q 18 a). Otherwise, try use this info i give you >< PQ is a diameter of the circle and S is a point on the circumference. T is the point on PQ such that PS = PT. Let angle SPT...

A rotating light L is situated at sea 180m from the nearest point P on a straight shoreline. The light rotates through one revolution every 10 secs. Show that the rate at which a ray of light moves along the shore at a point 300m from P is 136 pi m/s

thats what i did but the answer is pi because common sense will say 0 degrees will give no area. But i think i get it now, you absolute value the cos@ to obtain pi

lol??? find the smallest angle, in degrees, for which this difference exceeds 0.001.

the angle @ between two radii OP and OQ of a circle of radius 6cm is increasing at the rate of 0.1 radians per minute. Find the value of @ for which the rate of increase of the area of the segment cut off by the chord PQ is at its maximum.

cos x ~ 1 - .5x^2 find x for which this difference exceeds 0.001. show me algebraically

oh i get it now thanks. Help me on another question y = 2sinx + cos2x find the x intercepts 0 =2sinx + cos2x 0 = 2sinx + 1-2sin^2x 2sin^2x - 2sinx-1 = 0 let u = sinx 2u^2 - 2u -1 = 0 delta = 4-4(2)(-1) = 12 root delta = 2 root 3 u = (2 +- 2 root 3)/4 sinx = (1+-root3)/ 2 x= sin^-1...