@Brooklyn said: sin^3A+cos^3A find its maximum and min values?
solve this one too guys
did anyone receive admit card??????
@ang264 said: did anyone receive admit card??????
@JS-M said:1+ sinA/(1-sinA) = 4+ 2rt3solve it ......sinA = rt3/2A = 60
@JS-M said:let the distance by which faulty engine traveled is X km and speed S km/h{80/S+X-80/(3/5S)} - X/3/5S = 1 3/5...........(1)X/2 = X-80/1.45............(2)find X from (2) and put in (1)bt option se kare to in NO TIME....
@mickym said: From a square piece of cardboard measuring 2 cm on each side , a box with no top is to be formed by cutting out from each corner a square with side b and bending up the flaps . The value of b for which box has the greatest volume ?
@007pagal said:maximise b(2-2b)(2-2b)
@007pagal said:maximise b(2-2b)(2-2b)
Table of Trigonometric Identities is attached below...

@mickym said:& for that how r u getting b= 1/3
@sh.arora10 said:Let the actual speed of train be X miles/hour.Let the initial distance covered by train is d1.After fault its speed will be reduced to 3X/5 miles/hour.So the distance travelled is (3X/5) * 2 = 6X/5 = d2 ----> (i)So total distance = X + 6X/5 = 11X/5Now if the fault had occurred at d1 + 503X/5 * 5/4 = d2 - 50 -----> (ii)subtracting (ii) from (i)(i) - (ii) = (6X/5) - (3X/4) = 509X/20 = 50 or X = 1000/9So the distance d2 = 133.33 milesSo d1 = 11*1000/(9*5) - 133.33 = 111.11So total distance is 133.33+111.11 = 244.44 miles
@007pagal said:after differentiating once and equating to zero i am getting two values 1/3 and 1, and 1/3 gives -ve value after second diff.
@007pagal said:after differentiating once and equating to zero i am getting two values 1/3 and 1, and 1/3 gives -ve value after second diff.
@sh.arora10 said:Let the actual speed of train be X miles/hour.Let the initial distance covered by train is d1.After fault its speed will be reduced to 3X/5 miles/hour.So the distance travelled is (3X/5) * 2 = 6X/5 = d2 ----> (i)So total distance = X + 6X/5 = 11X/5Now if the fault had occurred at d1 + 503X/5 * 5/4 = d2 - 50 -----> (ii)subtracting (ii) from (i)(i) - (ii) = (6X/5) - (3X/4) = 509X/20 = 50 or X = 1000/9So the distance d2 = 133.33 milesSo d1 = 11*1000/(9*5) - 133.33 = 111.11So total distance is 133.33+111.11 = 244.44 miles
initially 4b^3 - 8b^
after 1st diff: 12b^2 - 16b + 4
after 2nd: 24b - 16
@JS-M said:yr easy way ..........16/2{50+ (16-1)*5} = 1000now v need >1000, then it will be (1105)answer me error ni hai.....