The campers in cabin D walked approximately [tex]\( \frac{1}{6} \)[/tex] of the total distance to Mammoth Mountain, covering a distance of around [tex]\( \frac{1}{6} \)[/tex] of the total distance.
Explanation:The problem involves finding the distance walked by the campers in cabin D, who covered [tex]\( \frac{1}{6} \)[/tex] of the way to Mammoth Mountain. To calculate the total distance covered, we need additional information about the overall distance to Mammoth Mountain, denoted as [tex]\( D \)[/tex]. The distance covered by the campers can be represented as[tex]\( \frac{1}{6} \times D \).[/tex]
In the absence of the specific value for [tex]\( D \)[/tex], we cannot provide an exact numerical answer. The fraction [tex]\( \frac{1}{6} \)[/tex] signifies one-sixth of the total distance. For instance, if the total distance is 60 miles, then the campers covered [tex]\( \frac{1}{6} \times 60 = 10 \)[/tex] miles. The actual distance walked depends on the assigned value of D.
In summary, the distance walked by the campers in cabin D is[tex]\( \frac{1}{6} \)[/tex]of the total distance to Mammoth Mountain, represented as [tex]\( \frac{1}{6} \times D \).[/tex]The specific numerical value of this distance is contingent on the total distance [tex]\( D \),[/tex]which is not provided in the given question.
Question:
"The Campers in cabin D walked [tex]\( \frac{1}{6} \)[/tex] of the way to Mammoth Mountain. How many miles did they walk?"
How many children can be served 1 cup of cider from a total of 4 gallons of cider?
Final answer:
To find out how many 1-cup servings can be made from 4 gallons of cider, convert gallons to cups. Since 1 gallon equals 16 cups, 4 gallons equal 64 cups. Therefore, 64 children can be served 1 cup each.
Explanation:
To determine how many children can be served 1 cup of cider from a total of 4 gallons of cider, we need to first convert gallons to cups.
There are 4 quarts in a gallon.
Each quart consists of 4 cups.
Therefore, 1 gallon equals 4 quarts, which equals 16 cups (since 4 quarts x 4 cups/quart = 16 cups).
Now, to find out how many cups are in 4 gallons, we multiply the number of cups in one gallon by 4:
16 cups/gallon x 4 gallons = 64 cups
So, from 4 gallons of cider, 64 children can each have a 1 cup serving.
different ways to show subtraction for a problem like 32 - 15
The length of a page in a yearbook is 10 inches. The top margin is 1/2 inch, and the bottom margin is 3/4 inch. What is the length of the page inside of the margin?
The length of the page inside the margin is 5 3/4 inches.
Explanation:The length of the page inside of the margin can be found by subtracting the top margin and bottom margin from the total length of the page. In this case, the top margin is 1/2 inch and the bottom margin is 3/4 inch. The length of the page inside of the margin is:
Length of page inside margin = Total length of page - Top margin - Bottom margin
Length of page inside margin = 10 inches - 1/2 inch - 3/4 inch
First, let's convert the fractions to a common denominator which is 4:
Length of page inside margin = 10 inches - 2/4 inch - 3/4 inch
Now, we can subtract the fractions to get a single fraction:
Length of page inside margin = 10 inches - 5/4 inch
Next, let's convert the mixed number to an improper fraction:
Length of page inside margin = 10 inches - 1 1/4 inches
Length of page inside margin = 10 inches - 4/4 inches - 1/4 inches
Length of page inside margin = 10 inches - 4 1/4 inches
Finally, subtracting gives us the length of the page inside of the margin:
Length of page inside margin = 10 - 4 1/4
inches = 5 3/4 inches
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Zoey made 5 1/2 cups of trail mix for a camping trip she wants to divide the trail mix into 3/4 cup servings. What size would the servings need to be for everyone to have a serving
Write a unit rate for the situation.
$28 saved in 4 weeks
Answer:
The rate for this situation is $7 saved per weeks
Step-by-step explanation:
We get a rate when we compare two measurements with different units. In this case , we must compare the amount saved with time (each week). If we have $28 saved in 4 weeks, we can divide;
$28 saved / 4 weeks =$ 7 saved / weeks
9 student in Mr. Dobbs class work on an art project.Six students paint a picture.The rest make three puppets each. How many puppets are made?
have two questions one what is 1.352 and 0.84 closest to 0,1,2,3 and the other questions is 1 4/10 and 0.375
Answer:
1
you dont provide info
A person runs 1 4 of a mile in 1 32 of an hour. Compute the unit rate by setting up a complex fraction and simplifying.
Answer:
8 miles per hour
Step-by-step explanation:
Given that a person runs a distance of 1/ 4 of a mile in 1/ 32 of an hour.
We have to compute the unit rate by setting up a complex fraction and simplifying
Let us find distance travelled in one hour.
[tex]\frac{1}{32} hour .... \frac{1}{4} miles\\1 hour ... \frac{1}{4} /\frac{1}{32}\\=\frac{32}{4} =8mph[/tex]
i.e. unit rate is he travels in one hour 8 miles.
Unit rate is normally for a single unit and other unit is left correspondingly
Here hour or time is made as unit i.e. one hour and distance travelled in one hour is calculated as 8 miles per hour.
it cost $4 to enter the fair. each ride costs $2.50. you have $21.50 in your walket. how many rides can you go on?
use rectangle model to find partial quotient of 246÷3
The perimeter of a rectangle is 30 inches. The length of the rectangle is 3 more than twice the width(w). Write an algebraic expression and determine how many inches long are the width and the length of a rectangle?
Find the rate of change for the ramp represented in the graph.
A.2
B.3
C.1/2
D.1/3
THANKS SOOO MUCH
A real word problem that uses perpendicular.
Answer:
CircularPendicular
Step-by-step explanation:
Adult tickets to a basketball game cost 5$. Student tickets cost 1$. A total of 2,874$ was collected on the sale of 1,246. How many of each type of ticket were sold?
Using a system of linear equations, the problem is solved to find that 407 adult tickets and 839 student tickets were sold to attain a total sale of $2,874 from 1,246 tickets.
The student's question involves solving a system of linear equations which is a topic in Mathematics, typically covered at the high school level. The system to solve is based on the following two equations derived from the information given:
The total amount of money collected from selling adult and student tickets is $2,874.
The total number of tickets sold, which is 1,246.
We assign variables to represent the quantity of each type of ticket sold. Let A represent the number of adult tickets and S represent the number of student tickets. Thus, we have these two equations:
5A + 1S = 2874 (This equation represents the total money collected.)
A + S = 1246 (This equation represents the total number of tickets.)
To solve the system, we can use the method of substitution or elimination. We'll use elimination:
Multiply the second equation by 5 to have the same coefficient for A as in the first equation: 5A + 5S = 6230
Subtract the first equation from this new equation to eliminate A: (5A + 5S) - (5A + 1S) = 6230 - 2874, simplifying to 4S = 3356
Divide by 4 to solve for S: S = 839
Substitute the value of S back into the second original equation: A + 839 = 1246
Solve for A: A = 1246 - 839, so A = 407
So, 407 adult tickets and 839 student tickets were sold.
Write an addition sentence for the following situation,then solve.Bob Made a profit of 4,500 dollars last year and had a loss of 4,800 dollars this year
hector and alex traded video games. alex gave hector one fourth of his video games in exchange for 6 video games. then he sold 3 video games and gave 2 video games to gis brother. alex enbed up with 16 video games. how many video games did alex have when he started?
Alex had 24 video games originally, using deductive reasoning and simple algebra we concluded that the 6 games given by Hector represented a quarter of Alex's total games.
Explanation:To solve the problem, we need to find out the total number of video games Alex had at the start. We know that Alex ended up with 16 games after making several transactions. He sold 3 games and gave 2 games to his brother, which means he had 16 + 3 + 2 = 21 video games after Hector gave him 6 games. As the given problem mentions that Hector received one fourth of Alex's total video games, that means these 6 games are one fourth of the total number of games Alex originally had. Hence, we can denote the total number of video games Alex initially had as X. Thus, 1/4 * X = 6. Solving this equation for X gives us X = 4 * 6 which is 24 video games.
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4/2= −4/−2 = 2 true or false and −4/2 = 4/−2 =2 true or false
Answer:
1) true
2) false
Step-by-step explanation:
1) 4/2=2
-4/-2=2
2)-4/2 = -2≠2
4/-2 = -2 ≠2
What is two rules for 4,8,9,18,19
What is 7.5=k(3)?? Explain:))
2/3 plus 3/4 in simplest form
what is the notation of 8,333,333,333
Can someone please explain how to find out how many days are in between 12/1/16 and 7/20/20?
purchase price = $2615; tax rate = 3%
$78.45
$2615.03
$2618.00
$2693.45
How do u get the answer for 70 divided 632
A customer buys 15.5 cheese pizzas which are $10.50 each. What is the total? Round it to the nearest hundredth.
7(y-8)=7y+42 how many solutions does the following equations have
The equation 7(y-8)=7y+42 results in an implausible mathematical statement, meaning it has no valid solutions.
Explanation:To begin, we isolate variable y in the given equation 7(y-8)=7y+42. First, expand the product on the left-hand side, which will be 7y - 56. This provides the simplified form 7y - 56 = 7y + 42. From this equation, we realize that this is an equation that has no solutions because it results in an implausible statement: -56 is not equal to 42. If we try to solve such an equation, we reduce it to a statement that does not hold true in mathematics, leaving us with no valid solutions for variable y. Therefore, this equation has no solutions.
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Graciela picks a white mouse at random from a bin of 8 white mice 2 gray mice and 2 brown mice what is the probability
Find a rational number that is between 9.5 and 9.7. Explain why it is rational
Answer:
9.6
Step-by-step explanation:
an example is 9.6
This number is rational because it terminates (it has an end)
the distributive property of 12(309) and the distributive property of 8(100+10+8)
Every wednesday carla runs 2.5 miles how many feet did she run?