A man invests in Cipro an amount of र60000 in र100 shares sold at a premium of 200%. Cipro offers an annual dividend of 50%. After collecting the dividend at the end of a year, he sells 25% of his shares since their market price had appreciated by 331/3%. After another year, he collects his dividend (again 50%) and sells his remaining shares, the price of which again appreciated by 25%. What is his profit (including the total dividend) from these transactions?र1,12,500र52,500र43,750र82,500
mene mually calcuate kiya tha,,97 and 93 me tha mjhe ..dats y asked for trick
Explanation: (CL Unproc Mock question)
t3 = 150 – t2
t4 = 2t2 – 150
t5 = 300 – 3t2
t6 = 5t2 – 450 t7 = 750 – 8t2
t8 = 13t2 – 1200 t9 = 1950 – 21t2
t10 = 34t2 – 3150
Now let's try to make as many of them positive as possible: 150 – t2 ≥ 0 or 150 ≥ t2 2t2 – 150 ≥ 0 or t2 ≥ 75 300 – 3t2 ≥ 0 or 100 ≥ t2 5t2 – 450 ≥ 0 or t2 ≥ 90 750 – 8t2 ≥ 0 or 93.75 ≥ t2 13t2 – 1200 ≥ 0 or t2 ≥ 92.30 So t2 must be greater than 92 and less than 94, for the first 8 terms to be positive. So when t2 = 93, the sequence would have exactly 8 terms. For every other value of t2 the number of terms would be less than 8. So the answer is 93.
A man invests in Cipro an amount of र60000 in र100 shares sold at a premium of 200%. Cipro offers an annual dividend of 50%. After collecting the dividend at the end of a year, he sells 25% of his shares since their market price had appreciated by 331/3%. After another year, he collects his dividend (again 50%) and sells his remaining shares, the price of which again appreciated by 25%. What is his profit (including the total dividend) from these transactions?र1,12,500र52,500र43,750र82,500
Explanation: (CL Unproc Mock question)t3 = 150 – t2t4 = 2t2 – 150t5 = 300 – 3t2 t6 = 5t2 – 450t7 = 750 – 8t2t8 = 13t2 – 1200t9 = 1950 – 21t2t10 = 34t2 – 3150Now let's try to make as many of them positive aspossible:150 – t2 ≥ 0 or 150 ≥ t22t2 – 150 ≥ 0 or t2 ≥ 75300 – 3t2 ≥ 0 or 100 ≥ t25t2 – 450 ≥ 0 or t2 ≥ 90750 – 8t2 ≥ 0 or 93.75 ≥ t213t2 – 1200 ≥ 0 or t2 ≥ 92.30So t2 must be greater than 92 and less than 94, for thefirst 8 terms to be positive.So when t2 = 93, the sequence would have exactly8 terms.For every other value of t2 the number of terms wouldbe less than 8.So the answer is 93.No trick for this
If a car starts from A towards B with some velocity due to some problem in the engine after travelling 30km. If the car goes with 4/5 th of its actual velocity the car reaches B 45min later to the actual time. If the car engine fails after travelling 45km, the car reaches the destination B 36min late to the actual time , what is the initial velocity of car and what is the distance between A and B in km Options 1) 30 , 120 2) 25 , 130 3) 20 , 120 4) none of this
Which of the following statement is definitely true? OPTIONS
1) The above equation has no integer solutions for x, y, z. 2) The above equation has finitely many distinct integer solutions for x, y, z. 3) The above equation has 2 distinct integer solutions for x, y, z. 4) The above has infinitely many integer solution for x, y, z.
If a car starts from A towards B with some velocity due to some problem in the engine after travelling 30km. If the car goes with 4/5 th of its actual velocity the car reaches B 45min later to the actual time. If the car engine fails after travelling 45km, the car reaches the destination B 36min late to the actual time , what is the initial velocity of car and what is the distance between A and B in kmOptions 1) 30 , 1202) 25 , 1303) 20 , 1204) none of this
If a car starts from A towards B with some velocity due to some problem in the engine after travelling 30km. If the car goes with 4/5 th of its actual velocity the car reaches B 45min later to the actual time. If the car engine fails after travelling 45km, the car reaches the destination B 36min late to the actual time , what is the initial velocity of car and what is the distance between A and B in kmOptions 1) 30 , 1202) 25 , 1303) 20 , 1204) none of this
onsider the following equation;x2 + y2 + z2 = (x – y)(y – z)(z – x)Which of the following statement is definitely true?OPTIONS1) The above equation has no integer solutions for x, y, z. 2) The above equation has finitely many distinct integer solutions for x, y, z. 3) The above equation has 2 distinct integer solutions for x, y, z. 4) The above has infinitely many integer solution for x, y, z.
14 boys went to collect berries and returned wd total of 80 berries among themselves. Every boy collected at least 1 berry each then what is the minimum no. of students who have collected same number of berries?
14 boys went to collect berries and returned wd total of 80 berries among themselves. Every boy collected at least 1 berry each then what is the minimum no. of students who have collected same number of berries?
14 boys went to collect berries and returned wd total of 80 berries among themselves. Every boy collected at least 1 berry each then what is the minimum no. of students who have collected same number of berries?
14 boys went to collect berries and returned wd total of 80 berries among themselves. Every boy collected at least 1 berry each then what is the minimum no. of students who have collected same number of berries?
@abhi_14 said:
A man invests in Cipro an amount of र60000 in र100 shares sold at a premium of 200%. Cipro offers an annual dividend of 50%. After collecting the dividend at the end of a year, he sells 25% of his shares since their market price had appreciated by 331/3%. After another year, he collects his dividend (again 50%) and sells his remaining shares, the price of which again appreciated by 25%. What is his profit (including the total dividend) from these transactions?र1,12,500र52,500र43,750र82,500
option substitution is better than this..
..nw cud u pls xplain the method...