results from a study using the following sampling method(s) can be generalized to at least the population from which the sample was drawn... a. simple random sampling b. stratified random sampling c. availability/convenience sampling d. snowball sampling e. both a and b f. both c and d

Answer:

It’s 105/512, or about 20.51%

Step-by-step explanation:

I don't know, I asked peeps

False statements:
a. 50% CPI adjustment applied to base rents means that if the cost of living goes up by, say, 8% then the base rent goes up by 4%.

b. All else held equal, single net rent with positive annual step-up adjustments is less risky for the lessor than single net rent with 100% CPI adjustments.

c. Lessor to Lessee is like tenant to building owner.

d. The Load Factor equals 1 when there's a single tenant in the building.


a. This statement is false. A 50% CPI adjustment means that the base rent would increase by 50% of the increase in the cost of living. So, if the cost of living goes up by 8%, the base rent would go up by 4% (50% of 8%).

b. This statement is false. Single net rent with positive annual step-up adjustments is actually more risky for the lessor compared to single net rent with 100% CPI adjustments.

With positive step-up adjustments, the rent increases by a fixed amount each year, regardless of the cost of living. This means that if the cost of living increases significantly, the rent may not keep up with the increased expenses for the lessor.

c. This statement is false. Lessor to Lessee is not the same as tenant to building owner. Lessor refers to the person or entity that owns the property and leases it to the lessee, who is the tenant.

The lessor is responsible for maintaining the property and providing certain services, while the lessee is responsible for paying rent and abiding by the terms of the lease agreement.

d. This statement is false. The load factor is a ratio that represents the proportion of a tenant's usable square footage to the total rentable square footage in a building.

It is used to calculate the tenant's share of common areas such as hallways, elevators, and restrooms. The load factor can be less than 1 even with a single tenant in the building, depending on the layout and design of the property.

To summarize, the false statements are:
a. 50% CPI adjustment applied to base rents means that if the cost of living goes up by, say, 8% then the base rent goes up by 4%.
b. All else held equal, single net rent with positive annual step-up adjustments is less risky for the lessor than single net rent with 100% CPI adjustments.
c. Lessor to Lessee is like tenant to building owner.
d. The Load Factor equals 1 when there's a single tenant in the building.

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Answer:

$4200 is the answer

Step-by-step explanation:

If you multiple $3500x5x2.4

3500x5= 17,500

17,500x2.4= $42,000

Answer:

A) x=sq rt 80

Step-by-step explanation:

by the Pythagorean theorem

4^2+8^2=x^2

16+64=x^2

80=x^2

x=sq root 80

Answer:

Step-by-step explanation:

Pythagorean theorem,

Hypotenuse² = Altitude² + Base²

x² = 8² + 4²

   = 64 + 16

  = 80

x = √80

If you propose to go to the films as soon as every week, you ought to be part of the club to store cash. If you watch five films according to year, you'll save money if you do NOT be a part of the film membership.

An individual who joins the film club will start saving money as quickly as they see their first movie. A non-member can pay $60 to observe 20 films

If a member and a non-member both watch 30 films in a yr, they'll pay the identical amount. If a member watches 50 movies, it'll come to be costing a mean of precisely $3 in step with film.

Based on the statistics furnished, permit's compared each declaration:

If you propose to go to the films as soon as every week, you ought to be part of the club to store cash:

True. According to the graph, the pink line (club) is consistently beneath the black line (non-membership) after the preliminary club price. Joining the membership might bring about paying less in keeping with film and save you cash in the end, in particular, if you often visit the movies.

If you watch five films according to year, you'll save money if you do NOT be a part of the film membership:

False. From the graph, it could be discovered that for any variety of films watched, the red line (membership) is always underneath the black line (non-club). Therefore, becoming a member of the club would nonetheless prevent cash even in case you watch only five films in keeping with 12 months.

An individual who joins the film club will start saving money as quickly as they see their first movie:

False. Joining the membership requires paying the membership fee, which is $45. Therefore, a person would want to look at sufficient films to compensate for the club rate before they begin saving cash.

A non-member can pay $60 to observe 20 films:

False. The graph no longer provides unique values for personal movie costs. Without these statistics, we cannot decide the precise fee for non-participants to look at 20 movies.

If a member and a non-member both watch 30 films in a yr, they'll pay the identical amount:

False. The graph indicates that the red line (membership) is always below the black line (non-membership) for any quantity of movies watched. Therefore, if both a member and a non-member watch 30 films, the member would pay much less than the non-member.

If a member watches 50 movies, it'll come to be costing a mean of precisely $3 in step with film:

True. The graph indicates that a person whether a member or a non-member if who watches 30 movies in a year, will pay the same amount. It is because the red line (membership) intersects with the black line (non-membership) at point 30, thus indicating the same cost for both categories.

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When the slope is an integer, it indicates that both the rise and run values are whole integers that can be written as a ratio. This is the case when the rise and run values are proportional to one another.(option d)

The increase over the run between two points on a line is the variable that is used to calculate the slope of the line. Slope is expressed as a ratio between the vertical change and the horizontal change. If the slope is an integer, then it follows that both the rise and run values must be whole integers in order for this to be the case. If the rise number is one, it indicates that the line travels up by one unit for every unit that it moves horizontally, and if the rise number is not one, it indicates that there is no vertical movement.

Having said that, this does not always imply that the run portion of the slope is always zero or positive. The run number can be any whole number, whether it be positive or negative, depending on the particular values of the rise and the direction that the slope is going. In addition, the presence of an integer slope indicates that there is, in fact, a slope, and that slope may be determined by dividing the increase by the run of the line in question. Because of this, the solution that is most appropriate is choice D: there will be a slope.

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Answer:

Step-by-step explanation:

The first three terms of the arithmetic sequence for the number of words written are 10010, 9760, 9510. These have a common difference of 9760-10010 = -250. The first term and common difference can be used to make the explicit equation for the words written on the n-th day.

The explicit formula for the n-th term of an arithmetic sequence with first term a₁ and common difference d is ...

  \(a_n=a_1+d(n-1)\)

For first term a₁ = 10010 and common difference d = -250, the explicit rule is ...

  \(a_n=10010-250(n-1)\)

On day 14, n=14, and the number of words written is ...

  \(a_{14}=10010-250(14-1)\\\\a_{14}=10010-250(13)=10010-3250\\\\a_{14}=6760\)

The writer would write 6760 words on the 14th day.

Rate of change of function  on the interval  is; 6.

Step-by-step explanation:

Given the function:  on the interval

Rate of change of function: Let f be the function defined on the interval , then the rate of change of function A(x) is given by:

A(x) =

at x = 2;

h(2) =

and at x = 4

h(4) =

then, by the definition of rate of change of function:

A(x) =

Substitute the value of h(2) = 4 and h(4) = 16 we have;

Therefore, the rate of change of function is 6.

The straight lines representing the tangent and normal at the point x = 7,

have slopes that are related to the slope of the function.

Response:

\(a) \hspace {0.5 cm}The \ equation \ of \ the \ tangent \ line \ is; \ \displaystyle y = \underline{\frac{2}{7} - \frac{x}{49}}\)

\(b) \hspace{0.5 cm} The\ equation \ of \ the \ normal \ line \ is; \ y= \underline{49 \cdot x - 342 \dfrac{6}{7}}\)

\(The \ function \ is; \ f(x) = \mathbf{ \dfrac{1}{x}}\)

The slope of the tangent line is given as follows;

\(Slope = \dfrac{d}{dx} f(x) = f'(x) = \dfrac{d}{dx} \left(\dfrac{1}{x} \right) = \mathbf{ -\dfrac{1}{x^2}}\)

Which gives;

\(The \ slope \ at \ x = 7, \, \mathbf{f'(7) }= -\dfrac{1}{7^2} = -\dfrac{1}{49}\)

\(At \ x = 7, \, f(7) = \dfrac{1}{7}\)

The coordinate of the point on the line at x = 7, is therefore;

\(\mathbf{\left(7, \, \dfrac{1}{7} \right)}\)

The equation of the tangent line is therefore;

\(y - \dfrac{1}{7} = \mathbf{-\dfrac{1}{49} \cdot \left(x - 7\tight)}\)

Which gives;

49·y - 7 = 7 - x

49·y = 14 - x

Which gives;

\(\displaystyle y = \frac{14}{49} - \frac{x}{49} = \mathbf{\frac{2}{7} - \frac{x}{49}}\)

b) The slope of the normal line is the negative inverse of the slope of

the tangent line, therefore;

The slope of the normal line = \(\mathbf{-\frac{1}{-\frac{1}{49} }}\) = 49

The equation of the normal line is; \(y - \dfrac{1}{7} = \mathbf{ 49 \cdot \left(x - 7\tight)}\)

Which gives;

\(y= 49 \cdot \left(x - 7\right) + \dfrac{1}{7} = 49 \cdot x - 343 + \dfrac{1}{7} = \mathbf{49 \cdot x - 342 \dfrac{6}{7}}\)

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If the population variances are exactly equal, the sample F test statistic will be zero is false.

The F-test statistic compares the variances of two populations based on sample data.

If the population variances are exactly equal, the sample F-test statistic will not be zero.

Instead, it will be close to 1, indicating that the variances are similar.

The F-test statistic is calculated by dividing the sample variances, and if the population variances are equal, the division will result in a value close to 1.

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Answer:

16

Step-by-step explanation:

\(8=\sqrt{4x} \\ \\ 64=4x \\ \\ x=16\)

The slope of the line shown is 1/5, and being parallel means having the same slope. So it’s either a or b.

Next, you plug in (-2, 2) into y=1/5x+b to find b.

Solving you get: 2=1/5 * -2 +b

2=-2/5+b

B=2 2/5

12/5 = 2 2/5

So the answer is b.

Hope this helps!