a mountain climber packs too much gear and finds it difficult to reach the summit before a storm blows in…

a mountain climber packs too much gear and finds it difficult to reach the summit before a storm blows in. how does this scenario demonstrate newtons 2nd law?\nwhat is the definition of force?\ndraw a picture of a force.\nwhat is the definition of mass?\ndraw a picture of mass.\nwhat is the definition of acceleration?\ndraw a picture of acceleration.\nforce = mass x acceleration\nexample: how much force is needed to accelerate 1500 kg at a rate of 2 m/s/s?\nwrite the formula → f = m x a\nfill in the data → f = 1500 kg x 2 m/s/s\nsolve! → f = 3000 n\nnow you try it! \nhow much force is needed to accelerate 300 kg at a rate of 4 m/s/s? (show your work please.)\na shipping company is calculating the force, mass and acceleration of its freight to ensure that they dont overload their trucks. help them by filling in the missing data\nforce = mass x acceleration\n(n) (kg) (m/s/s)\n200 5\n1500 5\n400 5\n2500 5

a mountain climber packs too much gear and finds it difficult to reach the summit before a storm blows in. how does this scenario demonstrate newtons 2nd law?\nwhat is the definition of force?\ndraw a picture of a force.\nwhat is the definition of mass?\ndraw a picture of mass.\nwhat is the definition of acceleration?\ndraw a picture of acceleration.\nforce = mass x acceleration\nexample: how much force is needed to accelerate 1500 kg at a rate of 2 m/s/s?\nwrite the formula → f = m x a\nfill in the data → f = 1500 kg x 2 m/s/s\nsolve! → f = 3000 n\nnow you try it! \nhow much force is needed to accelerate 300 kg at a rate of 4 m/s/s? (show your work please.)\na shipping company is calculating the force, mass and acceleration of its freight to ensure that they dont overload their trucks. help them by filling in the missing data\nforce = mass x acceleration\n(n) (kg) (m/s/s)\n200 5\n1500 5\n400 5\n2500 5

Answer

Explicación:

Paso 1: Identificar la fórmula

La fórmula de la segunda ley de Newton es $F = m\times a$, donde $F$ es la fuerza, $m$ es la masa y $a$ es la aceleración.

Paso 2: Resolver el primer problema de la tabla

Dado $m = 200$ kg y $a = 5$ m/s², sustituimos en la fórmula: $F=200\times5 = 1000$ N.

Paso 3: Resolver el segundo problema de la tabla

Dado $F = 1500$ N y $a = 5$ m/s², despejamos $m$ de la fórmula $F = m\times a$. Entonces $m=\frac{F}{a}=\frac{1500}{5}=300$ kg.

Paso 4: Resolver el tercer problema de la tabla

Dado $m = 400$ kg y $a = 5$ m/s², sustituimos en la fórmula: $F = 400\times5=2000$ N.

Paso 5: Resolver el cuarto problema de la tabla

Dado $F = 2500$ N y $a = 5$ m/s², despejamos $m$ de la fórmula $F = m\times a$. Entonces $m=\frac{F}{a}=\frac{2500}{5}=500$ kg.

Paso 6: Resolver el problema "now you try it!"

Dado $m = 300$ kg y $a = 4$ m/s², sustituimos en la fórmula $F = m\times a$. Entonces $F=300\times4 = 1200$ N.

Respuesta:

  • Primera fila de la tabla: 1000 N
  • Segunda fila de la tabla: 300 kg
  • Tercera fila de la tabla: 2000 N
  • Cuarta fila de la tabla: 500 kg
  • "now you try it!": 1200 N