if p-28=10/3(h-5) how in the world do I figure out how many pounds of oranges a 18ft & 20 ft tree would make.
I can get this far and just can catch onto the rest.
Please help!
P - 28 = (10/3)(h-5),
P = (10/3)(h-5) = (10/3)(18-5) = 43.3.
P = (10/3)(20-5) = 50.
Correction.
P = 43.3 + 28 = 71.3.
P = 50 + 28 = 78.
To figure out how many pounds of oranges a tree would make, we need to first solve the given equation to find the value of p in terms of h. Then, we can use a conversion factor to determine the weight of oranges based on the height of the trees.
Let's start by solving the equation p - 28 = (10/3)(h - 5) for p:
p - 28 = (10/3)(h - 5)
Distribute the (10/3) to both h and -5:
p - 28 = (10/3)h - (10/3)5
p - 28 = (10/3)h - 50/3
Now, let's add 28 to both sides of the equation to isolate p:
p = (10/3)h - 50/3 + 28
Next, let's simplify the right side of the equation:
p = (10/3)h - 50/3 + 84/3
Combining the numerators:
p = (10h - 50 + 84)/3
p = (10h + 34)/3
Now we have p in terms of h.
To determine the weight of oranges based on the height of the trees, we need a conversion factor. This will depend on the specific orange tree variety and how much it typically yields per foot. Without this information, it is not possible to determine the exact weight of oranges these trees would produce.
You would need to find information on the specific orange tree variety you are referring to and determine the average yield (in pounds) per foot of tree height. Then, you can multiply this conversion factor by the height of each tree (18ft and 20ft) to estimate the weight of oranges they would produce.
Keep in mind that there may be other factors influencing the number of oranges produced, such as tree health, weather conditions, and pruning techniques. It is always best to consult with an expert or reference a reliable source for accurate information about orange tree yields.