1)First off, write a equation of the scenario above.
* Max also has to pay 75 cents per mile. Since we’re talking about money, convert that to 0.75. Per mile, let m represent the number of miles Max drives. So we have 0.75m.
*The daily price has a flat fee of $60. Take the first part if the equation, 0.75m and now add 60 to it since every time Mac rents a truck, he needs to pay 60 dollars first.
ANSWER:So the equation would come out as y=0.75m +60.
2)Now the question asks how much Max will have to pay for 20 miles. Substitute the 20 as m.
y= 0.75 (20) +60
15 +60
y= $75
ANSWER:For 20 miles he will pay 75 dollars
Now for 30 miles, substitute 30 for m.
y= 0.75(30) +60
22.5 +60
y= 82.5
ANSWER:For 30 miles he will pay $82.50.
3)to graph the data, first label your axes. For the horizontal line write x (after 90) and for the vertical line, at the very top of the line write y. First, graph the y-intercept which is (0,60) because when you substitute m as 0 into the equation, y =60. Then plot (20, 75) and (30, 82.5) from the answers you got on 2).
Note: x coordinate for graph is m for usually x in most classes and y is what we just solve for on section 2).
For 9: All the angle should add up to 360 degrees.
So 152+50=202
360-202=158 degrees (Missing angle measure)
Method being used: All angle should add up to 360 degrees.
Answer:
How many packs of daisy seeds did they but altogether is
or
<h3>
It is clear that "Packs of seeds buy altogether means that we have to sum their packs "</h3>
Step-by-step explanation:
- Given that One third of Brooke's seed packs and one fourth of Cole's seed packs are daisy seeds
- Let x be Brooke's seed pack and y be Cole's seed pack
- Let z be the daisy seeds.
To find many packs of daisy seeds did they buy altogether :
From the given we can write
One third of Brooke's seed packs and one fourth of Cole's seed packs
as
How many packs of daisy seeds did they but altogether is
or
<h3>
Packs of seeds buy altogether means that we have to sum their packs </h3>