@raopradeep said:find the complete range of x for which (x^2+x+1)^2x (-inf,0)(0, inf)(1 ,inf)(-inf ,-1)
(1,inf)
@vbhvgupta said:@krum can you solve this?In order to buy a car a man borrowed 180000 on the condition that he had to pay 7.5% interest every year. He also agree to repay the principal in equal annual installments over 21 years . After a certain no of years however the rate of interest has been reduced to 7%. It is also known that at the end of the agreed period, he will have paid in all rs 270900 in interest.For how many years does he pay at the reduced interest?
Not possible.....
At flat 7.5%, the EMi comes out to be 17285
So total amt. paid=17,285*21=362991
So Interest paid=362991-180000=182991
But it is given that he paid interest of Rs. 270900....
??????????
At flat 7.5%, the EMi comes out to be 17285
So total amt. paid=17,285*21=362991
So Interest paid=362991-180000=182991
But it is given that he paid interest of Rs. 270900....
??????????
@Pradeep_Rss said:Mr x got a profit of cp of 75 articles if he sells 100 articles .what is his profit % ?
75 % - Profit %
what is the difference between the largest and smallest integer that satisfies the inequality
|12/(x-15)|>5
4
3
6
2
@raopradeep said:find the complete range of x for which (x^2+x+1)^2x (-inf,0)(0, inf)(1 ,inf)(-inf ,-1)
This is not valid for 0,1,2
So option (b) (c) are out
But (d) is present in (a) also
So with no furter thought, (d) is the answer
So option (b) (c) are out
But (d) is present in (a) also
So with no furter thought, (d) is the answer
@raopradeep said:find the complete range of x for which (x^2+x+1)^2x (-inf,0)(0, inf)(1 ,inf)(-inf ,-1)
(-inf,-1)
@catahead said:This is not valid for 0,1,2 So option (b) (c) are outBut (d) is present in (a) alsoSo with no furter thought, (d) is the answer
is there any conventional method besides checking by options
@raopradeep said:is there any conventional method besides checking by options
There are lots of conventional method in functions
but many questions go good by options which is often also needed in CAT
Hope that helps
but many questions go good by options which is often also needed in CAT
Hope that helps
@raopradeep said:what is the difference between the largest and smallest integer that satisfies the inequality|12/(x-15)|>54362
4.8
@pavimai said:x is a set of 3 digit divisors which give same remainder when it divides 2 numbers 12714 and 13914.what is the maximum possible number of elements in x
it should be the number of 3 digit factors of the difference of two numbers...
13914 - 12714 = 1200
100,120,150,200,240,480,600.... 7 numbers?? sorry if i missed any
@raopradeep said:find the complete range of x for which (x^2+x+1)^2x (-inf,0)(0, inf)(1 ,inf)(-inf ,-1)
-infinity to -1...
@raopradeep said:tell the method to solve it
Same conventional approach is better because if u want to solve this u will have to put more time!!! time effectiveness matters..
@raopradeep said:what is the difference between the largest and smallest integer that satisfies the inequality|12/(x-15)|>54362
| 12 / (x-15) | >5
=> | 1/(x-15) | > 5/12
=> | x - 15 | => -12/5 => 15-12/5 => 12.6 SO max value = 17 and min value = 13
So 4 is the difference
=> | 1/(x-15) | > 5/12
=> | x - 15 | => -12/5 => 15-12/5 => 12.6 SO max value = 17 and min value = 13
So 4 is the difference
@bs0409 said:Not possible.....At flat 7.5%, the EMi comes out to be 17285So total amt. paid=17,285*21=362991So Interest paid=362991-180000=182991But it is given that he paid interest of Rs. 270900....??????????
Please clarify......
I have already solved the question and got correct answer.... but would love to know ur approach
I have already solved the question and got correct answer.... but would love to know ur approach