Answer:
ft^2
Step-by-step explanation:
Here in this question, we have a farmer who wants to purchase the correct amount of paint, but needs to know the surface area of the barn. We now need to select the correct unit in which the farmer would have his surface area.
In other words, what the question is simply asking us is to select which of the given units would serve as the appropriate unit for the surface area of the barn.
Mathematically, when we talk about area, we are simply talking about multiplying the length of a side with the length of another side.
We know the barn is not a single shape but shaped in terms of different segments which have different area and can be added together to give the total surface area of the barn.
Now, like we said above, we are multiplying a length by the length of another side, no matter the type of shape we are considering.
What this means is that our power( index) won’t be more than 2 since we can only multiply two sides of a particular length at a time.
So the option that would give the correct answer would be the option which has its power raised to the power of two.
The only option that fits the criterion is the last option which is the ft^2 and this in fact is the correct answer
Answer:
y = 1/3x + 5
Step-by-step explanation:
All we need to do is to divide the number of eligible voters by 62% to find out how many people have been registered:
55200 ÷ 62% =
= 55200 ÷ 62/100 =
= 55200 * 100/62 =
= 5520000 / 62 =
= 89032,25806451613 ≈ (note the rounding to the nearest whole number)
≈ 89032
Doublecheck:
89032 * 62% =
= 89032 * 62/100 =
= 5519984 / 100 =
= 55199,84 ≈ (the difference is because of the rounding before)
≈ 55200
Answer: There were 89,032 people registered.
Try glucose (C6H1206) and water (H2O)?
x² + bx - 81
there are 2 formula that fit this equation :
>> x² - a² = (x+a)(x-a)
or
>> x² + 2ax² + a² = (x+a)(x+a)
because the last value of our equation is negative value therefore we have to use the first formula >> x² - a² = (x+a)(x-a)
step:
x² + bx - 81
x² + bx - 9²
because we have to follow the first formula x² - a² therefore bx = 0
x² + bx - 9²
bx = 0
b = 0
