Final answer:
To find the greatest possible room sales on the cruise ship, multiply the number of rooms on each deck by their respective prices and add the totals, resulting in a maximum possible sale of $143,200 for one trip.
Explanation:
The question involves finding the greatest possible room sales on a cruise ship during one trip. There are a total of 148 rooms, with fifty rooms on each of the two upper decks, totaling 100 upper deck rooms. The remaining 48 rooms are therefore on the two lower decks. Since an upper deck room costs $1,000 and a lower deck room costs $900, the greatest possible room sales can be calculated by assuming all rooms are occupied during a trip.
The total sales from the upper deck rooms would be 100 rooms × $1,000, which equals $100,000. The sales from the lower deck rooms would be 48 rooms × $900, which equals $43,200. Therefore, the greatest possible room sales on one trip would be the sum of the upper and lower deck sales:
Adding these together yields a total of $100,000 + $43,200 = $143,200 for the greatest possible room sales on one trip.
Micheal walks 30 meters in 20 seconds. How many meters does he walk per second?
To calculate how many meters Micheal walks per second, we divide the distance he walks (30 meters) by the time (20 seconds), resulting in a walking speed of 1.5 meters per second.
Explanation:The question asks us to calculate how many meters Micheal walks per second, given that he walks 30 meters in 20 seconds. To find this, we use the formula for speed, which is the distance traveled divided by the time taken. Here, the distance is 30 meters and the time is 20 seconds.
Thus, the speed (meters per second) is calculated as follows:
Divide the total distance by the total time: 30 meters ÷ 20 seconds = 1.5 meters per second.Therefore, Micheal walks at a speed of 1.5 meters per second.
Blank divided by 7 is greater than 800
Answer:
The possible numbers for the blank are 5601, 8452, 93647 etc.
Step-by-step explanation:
Consider the provided information.
Blank divided by 7 is greater than 800
Let say the number should be in blank is x.
Now we need to find the value of x so that it divided by 7 gives a value greater than 800.
This can be written as:
[tex]\frac{x}{7}>800[/tex]
Solve the above inequality for x.
[tex]x>800\times 7[/tex]
[tex]x>5600[/tex]
The value of x should be greater than 5600.
We can select any number which is greater than 5600.
The possible choice for the blank are 5601, 8452, 93647 etc.
Note there are infinite number greater than 5600 so you can choose any of them.
Simplify. 54+4(34−12)2
A city of 82,080 residents has a population density of 2,160 residents per square mile what is the area of the city
673,432 rounded to the nearest thousand
what is the prime factorization of 25 using exponents
To find 79 times 24 multiply 80 by 24 and take off a group of 24
The value of 79 times 24 is 1896.
Here,
We have to find 79 times 24 multiply 80 by 24 and take off a group of 24.
What is Product?
The multiply of two or more number is called product.
Now,
To find 79 times 24 as;
Multiply 80 by 24 and take off a group of 24.
We can solve this as;
80 x 24 - 24 = 1920 - 24 = 1896
Hence, The value of 79 times 24 is 1896.
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5000 more than the number has 187 thousands
The number is 182,000.
We needs to find a number that, when 5000 is added to it, equals 187,000. To solve this, we will perform a subtraction operation.
Step 1: Recognize that '5000 more than the number' means we will add 5000 to the number.
Step 2: The result is given as 187,000. So, we set up the equation as follows:
Number + 5000 = 187,000
Step 3: To find the original number, we subtract 5000 from 187,000.
Number = 187,000 - 5000
Step 4: Perform the subtraction to find the number.
Number = 182,000
Therefore, the number is 182,000.
An angle measures x°. What is the measure of its complement and its supplement?
The measure of its complement and its supplement will be 90° - x° and 180° - x°.
What is an angle?The angle is the distance between the intersecting lines or surfaces. The angle is also expressed in degrees. The angle is 360 degrees for one complete spin.
An angle measures x°.
Complementary angle - Two angles are said to be complementary angles if their sum is 90 degrees. Then the angle will be
⇒ 90° - x°
Supplementary angle - Two angles are said to be supplementary angles if their sum is 180 degrees. Then the angle will be
⇒ 180° - x°
Then the measure of its complement and its supplement will be 90° - x° and 180° - x°.
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The formula D= 393t + 5680 can be used to approximate rhe tital average credit card debt in a U.S. household (in dollars) t years after 1995. Use this formula to predict what the total average credit card debt will be in the year 2027
The probability of the complement of an event is ____ less than the probability of the event itself.
A. Not enough information provided to answer the question.
B. Sometimes
C. Always
D. Never
Answer:
Choice B) Sometimes
g=a+c-b , for a
solve for the indicated variable.
30 Points :) !!
Evaluate the expression when x = 8 and y = 1.
x – y – 2
A.16
B.5
C.7
D.9
how do you write the quotient (9+i) over (9-i) in standard form? I need the answer but more importantly, I need to learn how to solve these kinds of problems.
how do you find the smallest positive integer k such that 1350k is a perfect cube?
The smallest positive integer k such that 1350k is a perfect cube is found by prime factorizing 1350 and ensuring that all prime exponents in its factorization are multiples of 3. The missing exponents for 2 and 5 are 2 and 1 respectively, so multiplying by k=20 achieves this.
Explanation:To find the smallest positive integer k such that 1350k is a perfect cube, we start by factoring 1350 into its prime factors. We have 1350 = 2 × 3^3 × 5^2. In order for a number to be a perfect cube, all the exponents in its prime factorization must be multiples of 3 since a cube of any number is that number multiplied by itself three times. In the prime factorization of 1350, the exponent of 2 is 1 (which is 2 short of a multiple of 3) and the exponent of 5 is 2 (which is 1 short of a multiple of 3).
To make the number a perfect cube, we need to multiply it by a k such that the prime factorization of the result has all exponents as multiples of 3. Therefore, we need one more 2 to make the exponent of 2 equal to 3, and we need one more 5^1 to make the exponent of 5 equal to 3. This gives us a k of 2^2 × 5^1 = 4 × 5 = 20. So, k=20 is the smallest positive integer that, when multiplied by 1350, results in a perfect cube.
7/8 + 1/6 show all work
The measures of the angles of △RST are given by the expressions in the table.
Angle Measure
R 31°
S (x + 4)∘
T (3x + 9)∘
Find the value of x. Then find the m∠S and m∠T.
Enter your answers in the boxes.
x = __
m∠S= __ º
m∠T= __ º
The measure of angle S is [tex]38^\circ[/tex] and the measure of angle T is [tex]111^\circ[/tex] and this can be determined by using the property of sum of interior angles.
Given :
[tex]\rm \angle R = 31^\circ[/tex][tex]\rm \angle S = (x + 4)^\circ[/tex][tex]\rm \angle T = (3x+9)^\circ[/tex]Apply the property of the sum of the interior angles of the triangle in order to determine the angles R, S, and T.
[tex]\rm \rm \angle R +\rm \angle S+\rm \angle T = 180^\circ[/tex]
31 + (x + 4) + (3x + 9) = 180
Simplify the above equation in order to determine the value of 'x'.
4x + 13 = 149
4x = 136
[tex]\rm x = 34^\circ[/tex]
Now, the measure of angle S is:
[tex]\rm \angle S = x + 4 = 34 + 4 = 38^\circ[/tex]
[tex]\rm \angle T = 3x + 9 = 3(34) + 9= 111^\circ[/tex]
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Jorge is one year younger than his brother. The sum of their ages is no less than 25 years. What is the youngest age Jorge's brother can be? Enter your answer in the box. years
A shoe manufacture reported earnings of -$453,000 for 2012. In 2013 the company reported earnings of $813,000, and in 2014 the company reported earnings of $384,000. How much more money did the company earn in 2014 than 2012?
Chalene wants to cut her hair but is a little nervous. She decides to cut it off slowly so she can get used to it as it gets shorter. Right now, her is is 11.5 inches past her shoulders. She decides to cut an inch and a half off her hair every week. Write an expression to describe the length of her hair in relationship to her shoulders.
What are two ratios that are equivalent to 1:1
Simplify.
2+{8−2[32+5(1+2)]}
Enter your answer in the box.
Margaret is reading a book. The number of pages she has left to read is 276−35d , where d represents the number of days she has been reading.
What does each part of the expression represent?
Drag the answer into the box to match each part of the expression.
35
276
35d
the number of pages she has read during 1 week
the total number of pages in the book
the number of pages read during 1 day
the number of pages she has read during d days
What is the answer to 127.05-1,300
how do i solve 6y-5=-3(2y+1)
Explain how you can use multiplication to find the quotient 3/4÷3/16. Then evaluate the expression
-3 (x-1)+8 (x-3)=6x+7-5
joe weighs 212 pounds he wants to slim down to 194 pounds in the next six months how many pounds must he lose each month
Brody had his computer repaired at Store A. His bill was: Initial Repair Cost = $1,200 Sales Tax of 6 percent = $72.00 Gratuity of 15 percent Explain how you would calculate the gratuity for the services provided.
The gratuity for the service provided is $180.
Initial Repair Cost = $1,200
Sales Tax = 6%
Gratuity = 15%
Therefore, based on the above information, the gratuity will be:
= Gratuity percentage × Cost
= 15% × $1200
= 0.15 × $1200
= $180
Therefore, the gratuity is $180
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Please help on the following two questions. Explain your reasoning.
1) Every time a football team makes a touchdown worth 6 points, it is given the opportunity to make an extra point. So far in a game, it has made t touchdowns and scored a total of 7t - 6 points. If touchdowns and extra points are the only way it has scored, what does the 6 represent?
A. the number of extra points attempted
B. the number of extra points made
C. the number of extra points missed
D. the number of touchdowns made
2) Jacob stated that he solved the equation 2x + 3 = 5 using the addition property and multiplication property of equality. Which statement is true?
A. Jacob added -3 to both sides and multiplied both sides by 1/2.
B. Jacob added -3 to both sides and multiplied both sides but 2.
C. Jacob added 3 to both sides and multiplied both sides but 1/2.
D. Jacob added 3 to both sides and multiplied both sides but 2.
In the scoring question, 6 represents the missed extra points. For the second question, Jacob initially subtracted 3 from both sides of the equation, then he multiplied both sides by 1/2 to solve for x.
Explanation:1.) Given the equation for the total score of the football team, 7t - 6, where t represents the number of touchdowns. Each touchdown is worth 7 points (6 points for the touchdown and a possible extra 1 point). If the total score is 7t - 6, then the 6 in the equation represents the number of extra points missed. So the correct answer is C.
2.) As for Jacob's method on solving the equation 2x + 3 = 5, he should first isolate the term with x by using the addition property of equality, subtracting 3 from both sides.
This changes the equation to 2x = 2. Afterwards, he can use the multiplication property of equality by multiplying both sides by 1/2 to solve for x.
Therefore, it sounds like Jacob added -3 to both sides and multiplied both sides by 1/2, which makes the correct answer A.
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What is the slope of the line whoes equation is 2x-4y=10
The slope of the line is 12.
The equation of a line in slope-intercept form is y=mx+b, where m is the slope, is the y-intercept, and x and y are a point on the line.
In order to determine the slope from the given equation do the following:
2x−4y=10 (Subtract 2x from both sides.)
−4y=−2x+10 (Divide both sides by -4.)
y=−2x−4+10−4 (Simplify.)
y=12x−52