These tables of values represent continuous functions. For which function will the y-values be the greatest for very large value

Answer: 130 degrees

Step-by-step explanation:

Given that

The distance from

Dallas to Charleston = 980 miles, from Charleston to Indianapolis = 595 miles, and from Indianapolis to Dallas is 764 miles.

Assuming that Dallas and Charleston are situated on the same latitude, we need to determine the bearing from Charleston to Indianapolis.

We will utilize the cosine rule to find the angle at Charleston.

764^2 = 980^2 + 595^2 - 2(980)(595)cosØ

583696 = 1314425 - 1166200cosØ

-1166200cosØ = -730729

CosØ = 0.6266

Ø = 51.2

Next, we calculate the angle at Indianapolis using the sine rule:

980/sinI = 764/sin 51.2

Reciprocate both sides:

SinI/980 = sin 51.2/764

Therefore, Sin I = 980 × sin 51.2/764

Sin I = 0.9996

I = 88.5 degrees

The bearing = 270 - (51.2 + 88.5)

= 270 - 140

= 130 degrees.

Envision the equation StartFraction x over 5 EndFraction minus 2 = 11, where x denotes the total number of basketball players registered for a new league. What scenario might this equation represent? Think about the number of teams in the league and the players assigned to each team.

Answer:

c

Step-by-step explanation:

Answer:

A) The total duration needed to paint the room is 50 minutes.

B) To paint 64% of the room takes 32 minutes.

Step-by-step explanation:

Given as:

After 18 minutes, 64% of the room still requires painting.

Therefore, within 18 minutes, (100% - 64% = 36%) of the room has been painted

Let T minutes be the total time required to paint the entire room.

Now, according to the question

A ) Using the unitary method

∵ In total, 36% of the room is covered in 18 minutes

Thus, in total time of minutes, 1% of the complete room is painted.Consequently, 100% of the room would be painted in × 100 minutes

i.e T =

Thus, T = 50 min

Therefore, the duration needed to paint the entire room = T = 50 minutes

Thus, the time required to finish painting the entire room is 50 minutes. Answer

B) Again

Time taken to paint 64% of the room = x minutes

∵ 36% of the room has been painted in a total of 18 minutes

Thus, 1% of the entire room gets painted in minutes

Consequently, painting 64% of the room will take × 64 minutes

i.e x =

Thus, x = 32 min

Therefore, the required time for painting 64% of the entire room = x = 32 minutes

Thus, the time required to paint 64% of the room amounts to 32 minutes. Answer