Answer:
13.1%
Step-by-step explanation:
Principal value of the loan = $550
Maturity Value of the loan = $560
Let the rate of simple interest = R
Time = 50 days = [tex]\[\frac{50}{360}\][/tex] years
Simple Interest = Maturity Value - Principal Value = $560 - $550 = $10
But Simple Interest = [tex]\[\frac{Principal * R * Time}{100}\][/tex]
Substituting, [tex]\[10 = \frac{550 * R * 50/360}{100}\][/tex]
[tex]\[=> R = \frac{10*100*360}{550*50}\][/tex]
[tex]\[=> R = 13.1%\][/tex]