Use the compound interest formula for compounding more than once a year to determine the accumulated balance after the stated period.$19,000 deposit at an APR of 2% with semiannual compounding for 5 years
A. $19,969.19
B. $20,977.54
C. $20,900.00
D. $20,987.82
Answer: D
You might also like to view...
Answer the question.Assume that you have a health insurance plan with the following provisions:? Office visits require a copayment of $25? Emergency room visits have a $200 deductible (you pay the first $200)? Surgical operations have a $1200 deductible (you pay the first $1200)? You pay a monthly premium of $700During a one-year period, your family has the following expenses: 
Determine your health-care expenses for the year with and without the insurance policy.
A. With policy $2350,without policy $10,280 B. With policy $9330,without policy $10,980 C. With policy $17,030,without policy $10,820 D. With policy $10,050,without policy $10,280
Answer the question.You put $192 per month in an investment plan that pays an APR of 5% compounded monthly. How much money will you have after 19 years? Compare this amount to the total amount of deposits made over the time period.
A. $72,881.41; this is $18,161.41 more than the total amount of the deposits. B. $72,834.57; this is $29,058.57 more than the total amount of the deposits. C. $72,787.79; this is $36,307.79 more than the total amount of the deposits. D. $61,909.38; this is $29,058.57 more than the total amount of the deposits.
Establish the identity.cos 
= 
cos x - 
sin x
What will be an ideal response?
What type of prediction is stated in a way that permits it to be tested?
A. hypothesis B. theory C. conclusion D. conjecture