Maya works 16 hours per month at her part-time job earning $6.75 per hour. She earns some additional money house sitting for neighbors and friends. Maya charges $30 per day to house sit if there are no pets. If the house sitting includes pets, then she charges $40 per day. Last month, Maya spent 3 days house sitting with no pets and 5 days house sitting with pets. What is the total amount of earnings Maya had for the month? a. $270 b. $290 c. $378 d. $398

Answers

Answer 1

Answer: From the informations provided within the question, we know that:
Maya works for 16 hours at the rate of $6.75 per hour.
Maya worked for 3 days in a house sitting without pets for $30 per hour.
Maya also worked for 5 days in a house sitting with pets for $40 per hour.
Now we have to find out the total income maya made during the month.
Firstly
Income from per time job for the month = (16 * 6.75) dollars
      = 108 dollars
Income from house sitting without pets for the month = ( 3 * 30) dollars
   = 90 dollars
Income from house sitting with pets for the month = ( 5 * 40) dollars
   = 200 dollars
So the total income made by Maya in the month = (108 + 90 + 200) dollars
   = 398 dollars
So the correct option for this question is option "d".

Answer 2

Answer:

Answer:

i think it D

Step-by-step explanation:

positive

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myra's stamp collection consisted of 120 stamps in october. By the following march, her collection had grown to 138 stamps. By how much did her collection increase between october and march

Answers

Answer:

18 stamp increase

15 % increase

Step-by-step explanation:

To find the increase in number , we take the number of stamps in march and subtract the stamps in october

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A system of equations is shown below: 6x - 5y = 5, 3x + 5y = 4. The x-coordinate of the solution to this system of equation is what?Thank you to however can help me with this. I've been having a lot of trouble with this math concept. :)

Answers

6x - 5y = 5
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If the left sides are equal to the right sides then if we add left side of first equation to left side of the second one and right side of the first euation to right side of the second one they still would be equal

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Which hill described in the table is the steepest and why? Street. Horizontal distance vertical
(ft). Rise of
Street (ft)

Dixie hill. 100. 60
Bell hill. 100. 50
Liberty hill 100. 20

A. Dixie hill; it rises 5 feet for every 3 feet of horizontal travel.
B. Dixie hill; rises 3/5 foot for every 1 foot for every 1 foot of horizontal travel.
C. Bell hill; it rises 2 feet for every 1 foot of horizontal travel.
D. Liberty hill; it rises 1 foot for every 5 feet of horizontal travel.

Answers

Answer:

Option: B

Dixie hill; rises 3/5 foot for every 1 foot for every 1 foot of horizontal travel.

Step-by-step explanation:

A slope with a greater absolute value indicates a steeper line.

so, we will find the slope of each of the hill to check the steepness of the road.

Dixie Hill

Street Horizontal distance vertical Distance

Dixie hill 100 60

The slope of the hill is:

Vertical distance/ Horizontal ditance

= 6/10=3/5

Street Horizontal distance vertical Distance

Bell hill 100 50

slope=1/2

Street Horizontal distance vertical Distance

Liberty hill 100 20

slope=1/5

As slope of Dixie Hill is greater than the rest two.

Hence, option: B is correct.

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