i = Prt
i = $275 x 0.032 x 1
i = $8.80
She will earn $8.80 in one year
Answer:
31.6 feet by 15.8 feet.
Step-by-step explanation:
Area of a Rectangle = Length X Breadth = LB
The area of the playground is to be 500 square feet
Therefore:
LB=500
Perimeter of the Rectangle = 2(L+B)
The Chain link fence that costs $2 per linear foot on three sides and a fancier wooden fence that costs $6 per linear foot on the fourth side.
Cost = ${2(L+2B)+6L}=2L+4B+6L=8L+4B
Cost= $(8L+4B)
From: LB=500, B=500/L
Substitute B into 8L+4B
C(L) = 
C(L)=
The minimum cost of the fencing occurs when the dimensions are minimum.
If we take the derivative of C(L)

At 

Recall: B=500/L

The dimensions that minimizes the total cost of the fencing are 31.6 feet by 15.8 feet.
The coordinates of point A will be (0, 0) and the coordinates of B will be (3, 2).
To find these coordinates you have to graph the points and line segments. You will see that the 2 line segments start at points C and D and move down to the right. The endpoints of these segments will form your parallelogram.
9:4, so for every 9 boys there are 4 girls. 27 is 3 times 9, so multiply 4 with 3, you get 12. Count them up and BOOM, 39
Answer:
25
Step-by-step explanation:
36-1*16+5 (PEMDAS, exponents first)
36-16+5 (PEMDAS, multiplication)
20+5 (PEMDAS, add and subtract left to right)
25 (PEMDAS, add and subtract left to right)