Question
It will be Saturday on November 12, 2022. What will be
the day on November 12, 2028?Solution
Number of odd days in normal year is '1' and number of odd days in leap year is '2'.
There are 4 normal years (2023, 2025, 2026 and 2027) and 2 leap years, 2024 and 2028, from November 12, 2022 to November 12, 2028.
So, number of odd days will be,
From November 12, 2022 to November 11, 2023: 1
From November 12, 2023 to November 11, 2024: 2
From November 12, 2024 to November 11, 2025: 1
From November 12, 2025 to November 11, 2026: 1
From November 12, 2026 to November 11, 2027: 1
From November 12, 2027 to November 11, 2028: 2
So, total number of odd days is '8'.
Odd number of days is '1' (Odd number of days is the remainder).
So, on November 12, 2028, it will be Sunday.
Find the compound Interest on Rs. 16,000 @15 % p.a for 2 years 4 month Compounded annually?
A Bank came up with an interesting investment plan under which it would offer 6% interest compounded half-yearly. Mr. 'X' deposited ₹ 80000 once at th...
A person borrows ₹80,000 at a rate of 10% per annum compound interest. What is the amount after 3 years?
Amit deposited Rs. 15,000 into an investment with a 12% annual compound interest rate for a duration of two years. Calculate the total interest earned b...
What is the compound interest on a sum of Rs 12,000 for 2(5/8) years at 8% p.a., when the interest is compounded annually? (nearest to a rupee)
What is the rate of compound interest annually?
I. An amount doubles itself in 5 years on
simple interest
II. Difference between th...
A person invested ₹15000 in a scheme for 3 years at 8% compound interest, compounded annually. After 3 years, the person decided to withdraw the amoun...
A sum of ₹ 2,400 compounded annually at a certain rate of compound interest in 2 years amounts to ₹ 2,904. What will be the simple interest (in ₹)...
The compound interest on Rs. 30,000 at 7%per annum for n years is Rs. 4347. The value of n is
A person invests ₹20,000 in a scheme that offers 8% compound interest annually. How much will the investment grow to after 3 years?