Started 3 weeks ago by Sampurna Mukherjee in
Initially D, E and F had 320, 400, 560 candies respectively. They distributed these candied in such a way that D gave x% of his candies to E, after which E gave 2x% of her candies to F and then F gave x/2% of his candies to D. With this distribution, E was left with 0 candies. If instead they had distributed the candies in such a way the D gave x% of his candies to E, after which E gave x% of her candies to F and then F gave x% of his candies to D, then how many candies would D have after the distribution?
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6 Replies
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@catking-doubt-solving-team1054
Replied 8 months ago
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@catking-doubt-solving-team1054
Replied 8 months ago
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@sampurnamu242
Replied 3 weeks ago
NMAT quant Initially D, E and F had 320, 400, 560 candies respectively. They distributed these candied in such a way that D gave x% of his candies to E, after which E gave 2x% of her candies to F and then F gave x/2% of his candies to D. With this distribution, E was left with 0 candies. If instead they had distributed the candies in such a way the D gave x% of his candies to E, after which E gave x% of her candies to F and then F gave x% of his candies to D, then how many candies would D have after the distribution?
@sampurnamu242
Replied 3 weeks ago
NMAT quant Initially D, E and F had 320, 400, 560 candies respectively. They distributed these candied in such a way that D gave x% of his candies to E, after which E gave 2x% of her candies to F and then F gave x/2% of his candies to D. With this distribution, E was left with 0 candies. If instead they had distributed the candies in such a way the D gave x% of his candies to E, after which E gave x% of her candies to F and then F gave x% of his candies to D, then how many candies would D have after the distribution?
@sampurnamu242
Replied 3 weeks ago
NMAT quant Initially D, E and F had 320, 400, 560 candies respectively. They distributed these candied in such a way that D gave x% of his candies to E, after which E gave 2x% of her candies to F and then F gave x/2% of his candies to D. With this distribution, E was left with 0 candies. If instead they had distributed the candies in such a way the D gave x% of his candies to E, after which E gave x% of her candies to F and then F gave x% of his candies to D, then how many candies would D have after the distribution?
@sampurnamu242
Replied 3 weeks ago
NMAT quant Initially D, E and F had 320, 400, 560 candies respectively. They distributed these candied in such a way that D gave x% of his candies to E, after which E gave 2x% of her candies to F and then F gave x/2% of his candies to D. With this distribution, E was left with 0 candies. If instead they had distributed the candies in such a way the D gave x% of his candies to E, after which E gave x% of her candies to F and then F gave x% of his candies to D, then how many candies would D have after the distribution?