Find the length, width and perimeter of 3 possible different rectangles given the area of 12 square units. Fill out the table be
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Given:
P₀ = $1000, the principal
r = 2% = 0.02, the APR
Let the duration be 1 year
n = number of compounding intervals per year.
The value after 1 year is
The following table shows the results obtained from the calculator.
n A
------ ------------------
1 1020.00000
4 1020.15050
12 1020.18436
52 1020.19742
365 1020.20078
P₀ = $1000, the principal
r = 2% = 0.02, the APR
Let the duration be 1 year
n = number of compounding intervals per year.
The value after 1 year is
The following table shows the results obtained from the calculator.
n A
------ ------------------
1 1020.00000
4 1020.15050
12 1020.18436
52 1020.19742
365 1020.20078
Answer:
27
Step-by-step explanation:
Let the number to find out be 'x'
Therefore,
according to the condition given question, we get the equation as
Now,
squaring both the sides, we get
2x - 5 = 49
on adding 5 both sides, we get
2x - 5 + 5 = 49 + 5
or
2x = 54
or
x =
or
x = 27
Hence, the number is 27
Answer:
5.215 units (rounded up to three decimal places)
Step-by-step explanation:
To find the distance between points (3.1 , 0.3) and (2.7, -4.9)
We use the Pythagoras Theorem which states that for a right triangle of sides a,b and c then;
a² + b² = c² , Where c is the hypotenuse.
In our case, the distance between the two points is the hypotenuse of triangle formed by change in y-axis and change in x-axis.
The distance (hypotenuse) squared = (-4.9 - 0.3)² + (2.7 - 3.1)² = 27.04 + 0.16 = 27.2
Hypotenuse (the distance between) = = 5.215 units (rounded up to three decimal places)