Berta is planning a party for her friends. the room rental cost is $50 plus an additional $3 per person to cover food costs. berta has saved up $100 dollars. what is the maximum number of people that can attend her party? identify the inequality to solve and the maximum number of people. a. 3x+50_< 100; 16 people b. 3x+50_< 100; 50/3 people c. 3x+50_> 100; 17 people d. 3x_< 100; 33 people

  A. 3x+50 ≤ 100; 16 people

Step-by-step explanation:

If x represents the number of people at Berta's party, then the cost of food is 3x. Added to the $50 cost of room rental, the total charge Berta must pay will be ...

  3x +50

She wants this to be at most $100, so her inequality is ...

  3x +50 ≤ 100

Berta can solve this by subtracting 50, then dividing by 3.

  3x ≤ 50

  x ≤ 16 2/3

Since x represents a number of people, and it is not possible (or desirable) to have 2/3 of a person show up, the maximum number of people that can attend Berta's party is 16.

it could be 1,3 and more others to create a cylinder.

step-by-step explanation:

im pretty sure its

(8,15)

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