These objects are weighed as shown. 110g beach ball, 410g soccer ball, 143g baseball, 46g golf ball, Which ball requires the strongest force to lift? (1 point) Responses The beach ball requires the strongest force to lift because it has the largest size. The beach ball requires the strongest force to lift because it has the largest size. The golf ball requires the strongest force to lift because it has the smallest size. The golf ball requires the strongest force to lift because it has the smallest size. The soccer ball requires the strongest force to lift because it has the most mass. The soccer ball requires the strongest force to lift because it has the most mass. The baseball requires the strongest force to lift because it has the highest amount of material in it.
The soccer ball requires the strongest force to lift because it has the most mass.
To determine which ball requires the strongest force to lift, we need to consider the weight or mass of each ball.
The beach ball weighs 110g, the soccer ball weighs 410g, the baseball weighs 143g, and the golf ball weighs 46g.
Therefore, the ball that requires the strongest force to lift is the soccer ball because it has the highest mass among the given balls.
To determine which ball requires the strongest force to lift, we need to consider the weight of each ball. Weight is a measure of the force of gravity acting on an object.
Given the weights of the balls:
- Beach ball: 110g
- Soccer ball: 410g
- Baseball: 143g
- Golf ball: 46g
The weight of each ball represents the force needed to counteract the force of gravity acting on it. The ball with the highest weight will require the strongest force to lift.
From the given weights, we can see that the soccer ball, weighing 410g, has the highest weight among all the balls. Therefore, the correct response is: "The soccer ball requires the strongest force to lift because it has the most mass."