The formula that we will use is:
C × {{1 - [1/(1 + r)t]}/r} +c
C = 100,0000
r = .12
t = 20
= 100000 * {{1 - [ 1/ (1 + .12)^19]}/ .12} + 100000
approximately 836,577.69
I am using a scientific calculator so just insert right the number and you will come up with the correct answer. The answer in this question is $836,577.69
The first thing you should do is write each speed in vector form.
v1: vector water velocity
v2: vector boat speed with respect to water
writing the vectors we have
v1 = (5 * COS (20 * (PI () / 180)) i) + (5 * SENO (20 * (PI () / 180)) j)
v2 = (30 * COS (30 * (PI () / 180)) i) - (30 * SENO (30 * (PI () / 180)) j)
The vector representing the ship's current motion will be given by the sum of vectors v1 and v2
v1 + v2 = (30.67922522 i) + (15.67922522 j)
Answer:
6
Step-by-step explanation:
If you fill it in it fits :)
