Question

Kenny is ordering uniforms for both the girls and the boys tennis clubs. He is ordering shirts for 43 players and 2 coaches at a total cost of 658.35. In addition he is ordering visors for each player at a totsl cost of 368.51. How much will each player pay for the shirt and visor.

Answer 1

Each player pay for the shirt and visor $ 22.82

Further explanation

Tennis is a game in which two or four players strike a ball with rackets over a net stretched across a court. The usual form (originally called lawn tennis ) is played with a felt-covered hollow rubber ball on a grass, clay, or artificial surface.

Kenny is ordering uniforms for both the girls and the boys tennis clubs. He is ordering shirts for 43 players and 2 coaches at a total cost of 658.35. In addition he is ordering visors for each player at a totsl cost of 368.51. How much will each player pay for the shirt and visor.

There are  45  total shirts and visors needed, for the 43 players and 2 coaches.

So we should divide each of the total costs by  45 , to see how much each individual person pays:

Shirt:  

$\frac{658.35}{45} = 14.63$ $  per person

Visor:

$\frac{368.51}{45} = 8.19$ $  per person

Each person is buying a shirt and a visor, so by combine these two prices we get:

$$14.63$   +$ $8.19$per person  $= 22.82$   $  per person

Learn more

1. Learn more about uniforms brainly.com/question/2544759
2. Learn more about cost brainly.com/question/4783765
3. Learn more   about tennis brainly.com/question/12185493

Answer details

Grade:  5

Subject:  math

Chapter:  uniforms

Keywords:   uniforms, cost, tennis, shirt, visor, addition

Answer 2

Answer:

Each player pay for the shirt and visor is $23.2 .

Step-by-step explanation:

As given

Kenny is ordering uniforms for both the girls and the boys tennis clubs.

He is ordering shirts for 43 players and 2 coaches at a total cost of $658.35.

Thus

Total number of members for whom shirt are ordering = Total number of players + Total number of coaches

Total number of members for whom shirt are ordering = 43 + 2

                                                                                           = 45

$Cost\ of\ one\ shirt =\frac{Total\ cost\ of\ shirt}{Total\ number\ of\ members\ for\ whom\ shirt\ are\ ordering}$

Putting the values in the above

$Cost\ of\ one\ shirt =\frac{658.35}{45}$

Cost of one shirt = $14.63

As given

In addition Kenny  is ordering visors for each player at a totsl cost of $368.51.

$Cost\ of\ one\ visors =\frac{Total\ cost\ of\ visors}{Total\ number\ of\ players}$

Putting the values in the above

$Cost\ of\ one\ visors =\frac{368.51}{43}$

Cost of one visors = $8.57

Thus

Each player pay for the shirt and visor = Cost of one shirt + Cost of one visors

                                                                =  $14.63 +  $8.57

                                                                = $ 23.2

Therefore the each player pay for the shirt and visor is $23.2 .