Verified Answer :

ayah1


How many seconds are in 65 years:
65 years × 362.25 days × 24 hours × 60 min × 60 seconds = 2,051,244,000 seconds in a year (÷ 10 seconds = 205,124,000 pennies)



The answer is 205,124,000 pennies

Answer:

$205122240

Step-by-step explanation:

We know that there are @@MATH_TOKEN_0@@ pennies in $1.

Number of seconds per minute = \(60\) seconds

Number of minutes per hour = \(60\) minutes

Number of hours per day = 24 hours

Number of days per year = 365 days

∴ Number of seconds per day = \(60*60*24 = 86400\) seconds

and number of seconds per year = \(60*60*24*365 = 31536000\) seconds

Number of seconds in 65 years = \(31536000*65 = 2049840000\) seconds

now, there are 366 days in a leap year, considering every fourth year to be the leap year, we will have 16 leap years

∴ there will be 16 extra days

number of seconds in 16 days = \(86400*16 = 1382400\) seconds

∴ total number of seconds in 65 years = \(2049840000 + 1382400 = 2051222400\) seconds

total earning = \(2051222400*10 = 20512224000\) Pennies

total earnings in dollars = \(\frac{20512224000}{100} = 205122240\)