Nehemiah wants to create a function to represent the change in his income over the past few months. Nehemiah estimates that the
best fit linear function for the change in his income is y=2310+220x, where y is his monthly income and x is the number of months.
The predicted value of Nehemiah's income in month 6 is (3540/3630/3760/3850) $________. If the actual value of Nehemiah's income was $3750 in month 6, the residual value for month 6 would be (210/120/-15/-100/-120)
The predicted value of Nehemiah's income in month 6 is (3540/3630/3760/3850) $________. If the actual value of Nehemiah's income was $3750 in month 6, the residual value for month 6 would be (210/120/-15/-100/-120)
1 answer:
You might be interested in
From the chord theorem we know that:
so:
Answer C.
Answer: Kriz should pay $50,100 at the end of the term.
Step-by-step explanation:
If the interest is compunded quarterly, then the accumulated amount after t years will be:
, where P= principal value , r = rate of interest .
Given: P= 50,000 , r= 5% = 0.05, t= 4 years
Then,
Hence, Kriz should pay $50,100 at the end of the term.