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MTB BSCS

Countable and non countable noun

Posted by Rizwan3d at 15:47

Limit as t-->0 of 2t/tan(t)?

It is easier to work with sines and cosines. tan(t) = sin(t)/cos(t) I am not sure if you have learned the trig limit proofs...
lim 6x^2(cot x)(csc 2x) as x approaches zero

u may know cotx=cosx/sinx and cosec2x=1/sin2x furthur sin2x=2sinxcosx thus coses2x=1/2sinxcosx now putting these values in...
Electronic Devices (Electron Flow Version) (9th Edition) [Thomas L. Floyd]

Electronic Devices (Electron Flow Version ) ( 9th Edition ) [ Thomas L. Floyd ] Download
Lim h approaches 0 find lim sin(sinh)/sinh

Since sin(h)-> as h-> 0 this is of the form "0/0" anmd L'Hospital rule can be used. Differentiating num and den yields...
limit approaches 0... x+xcosx/sinxcosx

sin(0)=0 cos(0) =1 lim(x/sin(x)) x->0 = 1 only if x is expressed in radians, but ignore that for now. *********************** lim((x...
6x^2cotx-conec2x

"lim x→0" [x∙csc(2x)] / cos(5x) >>> trig: csc(a) = 1/sin(a) = "lim x→0" x / [sin(2x) ∙ cos(...
Sir Syed Ahmed khan (1817-18918) & Aligarh Movement

Sir Syed Ahmed khan (1817-18918) & Aligarh Movement Outline: • Introduction • Conditions Of The Muslims After War • Syed’s services F...
limit of sin3y/4y as y approaches 0?

lim sin3y/4y lim sin 3y/ (3y *4y / 3y) (1 * 3y ) / 4y 3/4
limit as x--> h/sin3h

lim sin(t) / t = 1 ... as t→0 thus lim h/sin(3h) = 1/3 lim 3h/sin(3h) as h→0 from the left = 1/3
understanding computers today and tomorrow

understanding computers today and tomorrow Download