Answer:
28%
Step-by-step explanation:
Here is the missing table from the question:
Speed (mph) Number of Vehicles
36-40 2
41-45 14
46-50 18
51-55 12
56-60 4
Given: A police officer records the speeds of vehicles on a road.
Now, finding the percent of vehicles traveling between 41 and 45 miles per hour.
First, calculating the total number of vehicles.
Total vehicles= 
Vehicles travelling at speed of 41-45 mph= 14
Formula; percent of vehicles traveling between 41 and 45 mph= 
⇒ Percent of vehicles traveling between 41-45 mph= 
∴ Percent of vehicles traveling between 41-45 mph is 28%
Answer:
I = 60 + 18k
Step-by-step explanation:
Data provided in the question:
The function for number of loaves, N that Moses bake
⇒ N(k) = 10 + 3k
here,
k is the kilograms of floor received
and,
Income in dollars, I(x) = 6x
here, x is the number of loaves baked
thus,
when k kilograms of flour is received,
x = N(k) = 10 + 3k
substituting x in income function,
we get
I = 6(10 + 3k)
or
I = 60 + 18k
Answer:
They are congruent.
Step-by-step explanation:
They both are the same shape and size. The side with one line is the same on the other. The side with two lines also matches the other triangle. Lastly, they both have an angle in the same place
Equilateral triangle has all equal sides
let y be 1 side
imply 3y=perimeter
Given perimeter=8x+6
So y=1perimeter/3=(8x+6)/3=(8x/3)+2
Answer:
D. 
Step-by-step explanation:
We can see from our graph that triangle CED is similar to triangle CBA. Side length BA corresponds to ED and Side length AC corresponds to DC.
Since we know that corresponding sides of two similar triangle are in the same proportion. To find value of x we will set proportion of the corresponding sides of our given triangles equal.
Upon cross multiplying our given equation we will get,
Upon distributing 7 we will get,
Therefore, x equals 8.57 and option D is the correct choice.
