20 of 24 members voted yes and the 4 other members voted no what was the ratio of "no" votes to "yes" votes?

Answers

Answer 1
Answer: The ratio is 20 yeses to 4 nos. So it's 20:1, which can be simplified to 5:1.

Related Questions

If x is a real number such that x^3 =64 then x^2 + x=?
Lim (h->0) (sqrt(25+h)-5)/h.
If 35 is 7 times as many as 5, which other statement is true? 35 is 5 more than 7. 5 is 7 more than 35. 35 is 5 times as many as 7. 5 is 7 times as many as 35.
Brandon found that a solution of x = 1 was extraneous for his function. What would be a possible denominator in Brandon's function?2x + 4x2 + 3x + 93x - 11x2 + 3x - 4
Round 14.49 to the nearest whole number

Curtis invests $800,000 in a city of Athens bond that pays 10% interest. Alternatively, Curtis could have invested the $800,000 in a bond recently issued by Initech, Inc. that pays 12.5% interest with similar risk as the city of Athens bond. Assume that Curtis's marginal tax rate is 24%. What is Curtis's after-tax rate of return on the city of Athens bond?

Answers

Answer:

To calculate Curtis's after-tax rate of return on the city of Athens bond, we need to consider his marginal tax rate.   First, let's find the annual interest earned from the bond investment. Curtis invested $800,000 in a city of Athens bond that pays 10% interest. So, the annual interest earned will be 10% of $800,000, which is $80,000.  Now, let's calculate the amount of tax Curtis needs to pay on this interest income. Given that Curtis's marginal tax rate is 24%, he will need to pay 24% of the $80,000 interest income as tax. This is calculated as 24% of $80,000, which is $19,200.  To find Curtis's after-tax rate of return, we need to subtract the tax paid from the interest earned and divide it by the initial investment. So, the after-tax rate of return on the city of Athens bond can be calculated as:  After-tax rate of return = (Interest earned - Tax paid) / Initial investment  After-tax rate of return = ($80,000 - $19,200) / $800,000  After-tax rate of return = $60,800 / $800,000  After-tax rate of return = 0.076, or 7.6%  Therefore, Curtis's after-tax rate of return on the city of Athens bond is 7.6%. This means that after paying taxes, he will earn a net return of 7.6% on his initial investment of $800,000.

A 2 by 3 rectangle contains 8 squares. can you see how?

Answers

The number of squares in a 2 by 3 rectangle is 8 by counting squares in the figure. In total, there are 8 squares.

Given that 2 by 3 rectangle contains 8 squares.

To understand why there are 8 squares in a 2 by 3 rectangle, let's break it down. A square can be formed by using any side of the rectangle as its base. In a 2 by 3 rectangle, there are 2 rows and 3 columns. We can consider each row and column as the side length of a square.

Starting with the smaller squares, we have four 1 by 1 square. These squares are formed by taking each cell of the rectangle as a base. Next, we have two 2 by 2 squares, one in the top left and one in the bottom right corner. These squares are formed by taking the top left and bottom right 2 by 2 cells as their bases.

Finally, there are two larger squares that can be formed in a 2 by 3 rectangle. One is a 2 by 3 square that occupies the entire rectangle. The other is a 3 by 3 square, formed by taking the top three cells of the first column and the bottom three cells of the second column as its bases.

So, in total, there are 8 squares that can be formed within a 2 by 3 rectangle.

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Step-by-step explanation:

Write cos 23 degrees in terms of sine

Answers

Answer:

0.3907.

Step-by-step explanation:

Using trigonometric identities, we can write cos 23° in terms of sin 23° as, cos(23°) = √(1 - sin²(23°)). Here, the value of sin 23° is equal to 0.3907.

Answer:

what does international employment mean ? explain its important in any four points

If f(x)=-5x-1 and g (x)= √x-6 what is (f º g)(7)

Answers

(fog)(7) = -6

Step-by-step explanation:

The function composition is achieved by putting the second function in first function in place of independent variable.

Given functions are:

f(x) = -5x-1\ng(x) =√(x-6)

In order to find (fog)(x) we will put function g in function f in place of x

(fog)(x) = -5(g(x)) -1\n= -5√(x-6)-1

Since we have to find (fog)(7)

Putting 7 in place of x

= -5√(7-6) - 1\n=-5√(1)-1\n= -5(1) -1\n= -5-1\n=-6

Hence,

(fog)(7) = -6

Keywords: Functions, composition

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as a car drives down the road, its tires spin on their axles. how many times does a tire on a car spin around before needing replacement?

Answers

The number of times a tire on a car spins around before needing replacement depends on various factors such as the type of tire, driving conditions, maintenance, and the lifespan of the tire. It is not possible to provide an exact number without considering these factors. However, we can estimate the lifespan of a tire based on the tire manufacturer's specifications. Tire manufacturers typically provide an estimated mileage rating, such as 40,000 miles or 60,000 miles. This rating indicates the expected mileage before the tire may need replacement. For example, if a tire has an estimated mileage rating of 60,000 miles, we can assume that it will rotate approximately 60,000 times before needing replacement. This assumes that the tire wears evenly and is properly maintained. It's important to note that other factors, such as driving habits, road conditions, and tire maintenance, can affect the lifespan of a tire. Regular inspections, proper tire pressure, and rotation can help extend the life of the tire. The number of times a tire on a car spins around before needing replacement is variable and depends on factors such as the type of tire, driving conditions, maintenance, and the tire's estimated mileage rating provided by the manufacturer.

A student heats 100 g of aluminum to 60°C. He places it in 100 g of water at 20°C. Over time, what will most likely happen?a. The water's temperature will increase slightly, and the metal's temperature will decrease a lot.

b. The water's temperature will increase a lot, and the metal's temperature will decrease slightly.

c. The water's temperature will decrease slightly, and the metal's temperature will increase a lot.

d. The water's temperature will increase by about the same amount as the metal's temperature decreases.

Answers

What is relevant here is that both water and metal have the same weight - if they had a different weight, one of them would change the temperature more than the other. (the one with more weight would change less).
But in the present case:

d. The water's temperature will increase by about the same amount as the metal's temperature decreases.


Answer:

Option A

Step-by-step explanation:

Given : A student heats 100 g of aluminum to 60°C. He places it in 100 g of water at 20°C.

To find : Over time, what will most likely happen?

Solution :

We know,

Heat will flow out of the warm aluminum and into the cool water.

The final "equilibrium" temperature will be a little less than 40°C (the average of 60° and 20°), because the specific heat of the aluminum is about 8% less than the specific heat of the water.

So when some quantity of heat flows from the aluminum to the water, the temperature of the water rises a little less than the temperature of the aluminum falls.

Therefore, Option A is correct.

The water's temperature will increase slightly, and the metal's temperature will decrease a lot.