Answer:
Principal is that total money which is to be gained or to be invested.
Given:
Rakesh has invested about 50000
Both gain profit at the ratio of 10:1
To find:
The investment of Suresh
Solution:
According to the problem,
Let the capital od sureshL1=xL1=x
Let the caapital of rakeshL2=50000L2=50000
Investmented time of suresh\begin{gathered}T1=12\\\end{gathered}
T1=12
Investmented time of rakesh \begin{gathered}T2=6\\\end{gathered}
T2=6
Profit ratio\frac{10}{1}
1
10
\begin{gathered}\frac{10}{1}=\frac{x*12}{6*50000} \\- > x=250000\\\end{gathered}
=
6∗50000
x∗12
−>x=250000
Hence suresh has invested the amout of 250000
Explanation:
plz mark me as brianliest and hope this helps you
4,40,000 is your answe
simple the ratio is 10:1
five lakh divided in this ratio will be
A= 4,40,000
B= 60,000
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Answers & Comments
Answer:
Principal is that total money which is to be gained or to be invested.
Given:
Rakesh has invested about 50000
Both gain profit at the ratio of 10:1
To find:
The investment of Suresh
Solution:
According to the problem,
Let the capital od sureshL1=xL1=x
Let the caapital of rakeshL2=50000L2=50000
Investmented time of suresh\begin{gathered}T1=12\\\end{gathered}
T1=12
Investmented time of rakesh \begin{gathered}T2=6\\\end{gathered}
T2=6
Profit ratio\frac{10}{1}
1
10
\begin{gathered}\frac{10}{1}=\frac{x*12}{6*50000} \\- > x=250000\\\end{gathered}
1
10
=
6∗50000
x∗12
−>x=250000
Hence suresh has invested the amout of 250000
Explanation:
plz mark me as brianliest and hope this helps you
Verified answer
4,40,000 is your answe
Explanation:
simple the ratio is 10:1
five lakh divided in this ratio will be
A= 4,40,000
B= 60,000