2.5 pounds or exact fraction 5/2 or 2 1/2 if you want a mixed fraction
Answer:
did not get the point of the sum
Answer:
294.5 Square feet
Step-by-step explanation:
50*4=200, as the garden is a square which has 4 sides. Then we have to add 10.5*3=31.5 for each bed as they will be added in too. so 200+94.5=294.5 square feet
The answer is 36
9p=___
9(4)=36
Answer:
Rate of change: 
The initial value is 20
The equation: 
Step-by-step explanation:
Given
The attached table
Solving (a): The rate of change (m)
This is calculated as:

Where:


So:



Solving (b): The initial value
Here, we make use of point (0, y) to calculate the initial value:

Where



So:


Multiply both sides by 3




Solving (c): The equation
This is calculated using:

Where:


So, we have:


