a) ₹180 & ₹5180

b) ₹280 & ₹5280

c) ₹100 & ₹5080

d) ₹380 & ₹4180

correct answer is: a) ₹180 & ₹5180

#### Explanation

Here,

Principal*(P)* = ₹5000

Rate*(R)* = 9 %

Time*(T)* = 146 days or \large\frac{146}{365} years

We know, S.I. =\large\frac{P\times R\times T}{100}

\therefore S.I. =\left(\large\frac{5000\times9\times146}{365\times100}\right)

\rightarrow S.I. = ₹180

\therefore Simple Interest = ₹180

We also know,

Amount = (Principal + Simple Interest)

\therefore Amount =₹\left(5000+180\right)

\rightarrow Amount =₹5180 **Ans:** Simple Interest ₹180 and Amount ₹5180.

##### Other ways to phrase this particular query are:

**What is the simple interest and total amount when ₹5000 is invested at a 9% annual rate for 146 days?****How to compute the simple interest and total amount after investing ₹5000 at a 9% annual rate for 146 days?****Finding the simple interest and total amount earned on a principal of ₹5000 invested at a 9% annual rate for 146 days.****How to calculate simple interest and total amount when the principal is ₹5000, the annual interest rate is 9%, and the time period is 146 days?**