# Im still stuck.... help? :',)

This is because if you multiply, you’ll get the answer of 3/8 which is less than 1/2 (4/8) but not close to zero, thus leaving B as the best option.

Hope this helps!

## Related Questions

T is the same as the quotient of 175 and p

t=175÷p

Step-by-step explanation:

t is equal to 175 divided by p

. What integer represents a gain of 3 yards?​

The answer is: +3 or also known as 3

To represent a gain of 3 yards, we can use the integer +3.

### Explanation:

To represent a gain of 3 yards, we can use the integer +3. In mathematics, when we refer to a gain or increase, we use a positive sign (+) in front of the number. So, in this case, the integer +3 represents a gain of 3 yards.

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The domain of a function f(x) is x 20, and the range is ys-1. What are thedomain and range of its inverse function, F1(x)?

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Domain:

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Range:

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Thus the correct answer is ((B)).

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Based on the sample results, about what proportion of the population would you expect to prefer Merchant D?A. about 0.03

Step-by-step explanation:

I got it right on the test/quiz.

A sample survey contacted an SRS of 2854 registered voters shortly before the 2012 presidential election and asked respondents whom they planned to vote for. Election results show that 51% of registered voters voted for Barack Obama. We will see later that in this situation the proportion of the sample who planned to vote for Barack Obama (call this proportion V) has approximately the Normal distribution with mean μ 0.52 and standard deviation σ = 0.009. (a) If the respondents answer truthfully, what is P (0.5くV < 0.54)? This is the probability that the sample proportion v estimates the population proportion 0.52 within plus or minus 0.02.
P (0.5<= V <=0.54) (±0.0001)=

(b) In fact, 50% of the respondents said they planned to vote for Barack Obama V = 0.5. If respondents answer truthfully, What is P(V <=0.5)?
P (V <=0.5) (±0.0001) =

a) 97.37%

b) 1.31%

Step-by-step explanation:

a)

Here we want to calculate the area under the Normal curve with mean 0.52 and standard deviation 0.009 between 0.5 and 0.54

This can be easily done with a spreadsheet and we get

P (0.5くV < 0.54) = 0.9737 or 97.37%

(See picture 1)

b)

Here we want the area under the Normal curve with mean 0.52 and standard deviation 0.009 to the left of 0.5.

P(V ≤ 0.5) = 0.0131 or 1.31%

(See picture 2)

A botanical garden contains several cube-shaped planters. One planterholds a tree and has a volume of 2 to the power of 7 cubic feet. Another planter holds a
small shrub and has a volume of 2 to the power of 4 cubic feet. How many times larger is the
volume of planter with the tree than the volume of planter with the shrub?

The volume of the planter with the tree is 8 times larger than the volume of the planter with the shrub.

### Determining the volume

The volume of the planter with the tree is 2⁷ cubic feet, which is 128 cubic feet.

The volume of the planter with the shrub is 2⁴ cubic feet, which is 16 cubic feet.

To find out how many times larger the volume of the planter with the tree is compared to the planter with the shrub, you simply divide the volume of the planter with the tree by the volume of the planter with the shrub:

Volume of planter with tree / Volume of planter with shrub

= 128 / 16

= 8

The volume of the planter with the tree is 8 times larger than the volume of the planter with the shrub.