A sum of money is divided among p,Q,R and S in ratio 5:9:11:13. if the share of R Is 2,856 more then that of P, then what is the total amount of money distributed amoung the four ?
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1
Ratio of money among P,Q,R,AND S = 5:9:11:13
P share = 5x
Q share = 9x
R share =11x
S share = 13x
R share - Pshare = 2856
11x - 5x = 2856
6x = 2856
x= 2856/6
x= 476
therefore
P share = 5x = 5*476 = 2380Rs
Q share =9x =9*476 = Rs4284
R share = 11x = 11*476 =Rs5236
S share = 13x = 13 *476 = Rs6188
P share = 5x
Q share = 9x
R share =11x
S share = 13x
R share - Pshare = 2856
11x - 5x = 2856
6x = 2856
x= 2856/6
x= 476
therefore
P share = 5x = 5*476 = 2380Rs
Q share =9x =9*476 = Rs4284
R share = 11x = 11*476 =Rs5236
S share = 13x = 13 *476 = Rs6188
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Answered by
0
mate here ur answer so..
total amount is = 2856
x+5+9+11+13=2856
38+x=2856
x=2856-38
x=2818
therefore the total amount distributed amount the four will be
p=2818÷5=563.6
q=2818÷9=313.11
r=2818=11=256.18
s=2818÷13=216.76
total amount is = 2856
x+5+9+11+13=2856
38+x=2856
x=2856-38
x=2818
therefore the total amount distributed amount the four will be
p=2818÷5=563.6
q=2818÷9=313.11
r=2818=11=256.18
s=2818÷13=216.76
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