MATHEMATICS MIDDLE SCHOOL

Karleigh walks 5/8 mile to school every day. How far does she walk to school in 5 days?

Answers

Answer 1

Answer:

Answer:

Unit rate defined as the rates are expressed as a quantity 1 such as 2 miles per hour or 5 meter per second.

As per the statement:

Karleigh walks 5/8 mile to school every day.

by definition of unit rate:

$\text{Unit rate per day}=(5)/(8) miles$

We have to find how far does she walk to school in 5 days.

$\text{Number of miles} =\text{Unit rate per day} * 5$

Substitute the given values.

$\text{Number of miles} =(5)/(8) * 5=(25)/(8) = 3(1)/(8)$

Therefore, $3(1)/(8)$ miles far does she walk to school in 5 days

Answer 2

Answer: 5/8 x 5 = 25/8. When simplified it is 3 1/8

Answer: 3 1/8

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The homeowner's association is sponsoring a spaghetti supper. Tickets to the event cost $10.50 per person. Sixty-two people have already purchased tickets. The total number of tickets available is 245. If y = 10.50x represents the amount of money that can be received from the number of tickets that REMAIN to be sold, what values are appropriate for the domain of the function? A) x > 62 B) 1 < x ≤183 C) 0 ≤ x ≤183 D) 62 ≤ x ≤245

Answers

Answer:

0 ≤ x ≤183

Step-by-step explanation:

Originally there were 245 tickets available. After the sale of 62 tickets, 183 are left to sell. There cannot be a negative number of tickets sold; but, there could be from zero up to and including 183 sold in the future.

The choice we are looking for will show all of the possible numbers of tickets that could still be sold.

There is a possibility that is zero tickets to be sold up to all the rest of the tickets (245-62=183.

Choice c shows all of these possibilities. This choice basically says the remaining number of tickets sold could be 0 all the way up to 183.

Which two numbers have a difference of 5 and a product of 3.36???

Answers

x - y = 5

x.y = 3.36

$(x-y)^2=5^2$

$x^(2) -2xy + y^(2) =25$

$x^(2) + y^(2)=25+6.72=31,72$

$(x+y)^2= x^(2) +2xy+ y^(2) =31,72 + 6,72 = 38,44$

$√((x+y)^2)= √(38,44)$

x+y= 6,2
and we know that x - y= 5

x+y+x-y=6,2 + 5
2x=11,2
x=5,6

so then y=0,6

Answer:

x= 5,6
y= 0,6

Answer:

25 i believe

Step-by-step explanation:

Which function is equivalent to Y=-cot(x)?

Answers

Answer:

d) y=(x+pi/2)

Step-by-step explanation:

edge 2020 correct & 100%

I hope this helps you out

What is the equation answer

Answers

9 is the answer hope it helps

The answer is 9. 13-1=2 and 3+9=12

a gym holds one 60- minute exercise class on Saturday and several 45 minute classes lasted a total of 285 minutes. write a equation to find the number of weekday classes

Answers

Assuming the 45 min classes were on the weekdays, this is the equation I would use:

60+45a=285

Where 60 is the Saturday class, 45a are the 45 minute weekday classes times a amount of classes and 285 is the total amount of minutes.

Also, here is how to solve the equation to find the number of weekday classes, which is 5.
60+45a=285
-60 -60
45a=225
----- -----
45 45
a=5

**PLEASE HELP ME ASAP**1. Akira earns $8 each day she cares for her neighbor's dog. Write an equation to represent the relationship between the amount of money Akira earns, m, and the number of days, d, that she cares for the dog. How much will Akira earn if she cares for the dog for 5 days?
2. Hugo rides his bike at an average rate of 15 mph. Write an equation to represent the relationship between the distance, d, that Hugo rides and the number of hours, h, that he rides. How far will Hugo ride if he rides his bike for 3 hours?
3. Every time Luke puts a dime into the parking meter, he gets 10 minutes of parking time. The equation p = 10d represents the time, p, he can park after he puts d dimes into the meter. Analyze the variables. If he puts 5 dimes into the meter, can Luke park for more than or for less than 1 hour?

Answers

1) m=8d $40
2) d=15h 45 mi
3) less than one hour

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