Answer:
Step-bAmount at the end of 2 years = Rs. 21,160
Amount at the end of first year = Rs. 18,400
So interest for first year = Rs. 2400
Interest for second year = Rs. 2760
Explanation:
A = P (1 + r/n)^nt
P = 16,000
A = ?
r = 15% = 15/100
n= 1
t = 2
Substituting the values in the formula, we get:
A = 16000 (1 + 15 / 100) ^2
A = 16000 (23 / 20) ^2
A = 16000 * 23 * 23 / 400
A = 40 * 23 * 23
A = 21160
Amount at the end of 2 years = Rs. 21,160
Amount at the end of first year = Rs. 18,400
So interest for first year = Rs. 2400
Interest for second year = Rs. 2760
hope helpful
A. because they are all to diffrent in length to for one
Answer:
$290.
Step-by-step explanation:
We have been given that Rachel Perez rented a car for 3 days at $40.00 per day.
We are also told that she pays $0.20 per mile for renting the car. As she covered a total distance of 500 miles, so cost of renting car foe 500 miles will be:
As Rachel purchased the collision deductible for $10.00 per day to protect herself in case of an accident, so cost of collision deductible for 3 days will be:
She also paid $40 for gasoline to cover 500 miles, so we can find total cost to rent the car for 3 days to cover 500 miles by adding all the expenses.
Therefore, the total cost to rent the car was $290.
The method that is not correct is brandon's method.
Zeros of this function
- x²-x-6=0
- x²-3x+2x-6=0
- x(x-3)+2(x-3)=0
- (x+2)(x-3)=0
- x={-2,3}
ZEros of reciprocal function
The equation
- x²-(-1/2+1/3)x-(1/2)(1/3)=0
- x²-1/6x-1/6=0