15000 * (1+ 0.03)^4
15000 *1.1255 = 16882.63 total after 4 years
16882.63 - 15000 = 1882.63 total interest
Answer is D
Answer:
Step-by-step explanation:
Multiply bu the conjuguate of the demonimator.

Answer:
3,375 chairs
Step-by-step explanation:
The weight of 25 folding chairs is 15 kg
Number of folding chairs : weight
= 25 : 15
How many chairs can be loaded on a truck having a capacity of
carrying 2025 kg load?
Let number of folding chairs = x
Number of folding chairs : weight = x : 2025
Equate both ratios
25 : 15 = x : 2025
25/15 = x/2025
Cross product
25 * 2025 = 15 * x
50,625 = 15x
x = 50,625/15
x = 3,375
Number of folding chairs = 3,375 chairs
Answer:
State space

Transition probability matrix

The transition graph is attached.
Step-by-step explanation:
The state space for this Markov chain is all the possible states that the variable can take.
In this case the student can be: Freshman, Sophomore, Junior, Senior, Graduate and Drop out

The transition probability matrix for this state space is:

The transition graph is attached.
You do 8917- 75 *45 =5542,5542/34 for regular seats=163 tickets, total tickets= 163 regular tickets plus 75 preferred tickets= 238 total tickets sold.