A sandwich store arges $20 to have 3 turkey subs delivered and $26 to have 4 delivered. How much does the store charge for the one additional turkey sub? (Do not include units ($) in your answer Type your answer below us a number)

explain ur thinking!

Answer and Step-by-step explanation:

If we order 3 turkey sub

$20/3 =  $6.66 per turkey sub

If we order 4 turkey subs, the order would be

$26/4 =  $6.5 per turkey sub

If we order 4 turkey subs, we get a price reduction per turkey sub.

So the relationship between the number of turkey subs ordered and the price is not proportional (linear)

We know this because as the order increases, we do not have the same cost per turkey sub.

$6.66 ≠ $6.5

If you order 3 turkey subs, you will pay $20 dollars or $6.66 per turkey sub

If you order 4 turkey subs, you will pay $26 dollars or $6.5 per turkey sub

mark me as brainliest

Step-by-step explanation:

An object moving in a circular path has velocity which is directed towards the tangent drawn at a specific point on the circle at a certain instant of time. This velocity is known as the tangential velocity. This velocity is the object’s instantaneous velocity at a particular instant of time, when the object is moving in the circular motion. The speed of the object with which it is moving on a circular path is considered as the magnitude of the tangential velocity; however its direction is along the tangent drawn at that particular point.

Example 1: An object travels on a circular track of radius 10m. What is the tangential velocity of the object, if it takes 6secs to complete one circular rotation around the track?

Tangential velocity, vt = (Distance travelled)/ (Time taken)

Distance travelled on the circular track = Circumference of the circle = 2πr

This implies: Distance, d = 2 * π * 10 = 20π meters.

Time, t = 6secs

Tangential velocity, vt = 20π/6 = 10.47m/sec

Example 2: A car takes 9secs to complete one circular rotation on a circular path. What is the tangential velocity of the car, if the radius of the circular path is 8m?

Tangential velocity, vt = (Distance travelled)/ (Time taken)

Distance travelled on the circular track = Circumference of the circle = 2πr

This implies: Distance, d = 2 * π * 8m = 16π meters.

Time, t = 9secs

Tangential velocity, vt = 16π/9 = 5.58m/sec

Even And Odd Trig FunctionsTangent FormulaTrig HelpTrig Problem SolverTrigonometry OnlineTrigonometry HelpTrigonometryA Trigonometric Function