Abby needs a total score of at least 627 on three games of bowling to break the league record. suppose the balls 222 on her first game and won 194 on her second game. what school does she need on her third game to break the record

Abby need to score at least 206 points to break the league record.

Step-by-step explanation:

Given:

Abby needs a total score of at least 627 on three games of bowling to break the league record.

Total Points need to break record ≥ 627

Points achieve in First game = 222

Points achieve in second game = 194

We need to find the score needed in third game to break the record.

Now we know that there are 3 game of bowling in which Abby needs to break record out of which 2 are already played.

Hence the Total points in all three games should be greater than or equal to 627.

First game score + Second game score + Third game score ≥ 627

Substituting the values we get

227 + 194 + Third game score ≥ 627

421 + Third game score ≥ 627

Third game Score ≥ 627-421

Third game Score ≥ 206.

Hence Abby need to score at least 206 points to break the league record.

$8

step-by-step explanation:

it is pretty much backwards.

you take the 4x2 multiply that, and that is = $8

europa2433

europa2433

step-by-step explanation: