Answer:
I am pretty sure its The states
Explanation:
Answer:
Keir will have the most money to spend on a new boat at the end of the five years; $1,440
Explanation:
Three friends decide that they each want to be able to buy a new boat in five years. Vanore puts $1,000 in a savings account with a simple interest rate of 4.5%. Keir invests $1,200 in a standard savers account with a simple interest rate of 4%. Omar invests $950 in a junior achievers account with a 6% annual compound interest rate. Who will have the most money to spend on a new boat at the end of the five years?
Vanore puts $1,000 in a savings account with a simple interest rate of 4.5%.
Vanore:
I = p * r * t
= 1000 * 0.045 * 5
= $225
I = $225
After 5 years, Vanore will have $1000 + $225
= $1225
Keir invests $1,200 in a standard savers account with a simple interest rate of 4%
Keir:
I = p * r * t
= 1200 * 0.04 * 5
= 240
I = $240
After 5 years, Keir will have $1200 + $240
= $1,440
Omar invests $950 in a junior achievers account with a 6% annual compound interest rate.
Omar:
A = P (1 + r)^t
= 950(1 +0.06)^5
= 950(1.06)^5
= 950(1.3382)
= 1271.1
A = $1,271.1
After 5 years, Omar will have $1,271.1
Keir will have the most money to spend on a new boat at the end of the five years; $1,440
Answer: Y= NEGATIVE 20 OVER POSITIVE 67
Explanation:
STEPS:
- COMBINE THE LIKE TERMS WHICH ARE (55+-33) SUBTRACT IT FROM BOTH SIDES
- SUBTRACT {2} FROM BOTH SIDES
- NOW DIVIDE -67 FROM BOTH SIDES
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I believe the answer is: <span>British expeditionary force
</span><span>British expeditionary force was a group of soldiers that created in world war 2 in order to help the fight against nazi in the western front.
At that time, The French surrendered to the nazi only within 30 days the nazi's initial attack and the </span><span>British expeditionary force was sent there to help its ally. But the nazi's forces got the better of them in the combat and they're forced to escape from Dunkirk.</span>
When the price level falls, businesses are unable to sell their products at a price high enough to cover costs they have already incurred, putting producers at risk of failure
