calculate the missing variables using the necessary formula and rules. newtons 2nd law f=m x a\n1. what does…

calculate the missing variables using the necessary formula and rules. newtons 2nd law f=m x a\n1. what does newtons 2nd law of motion state?\nforce (f)\nf = m x a\nnewtons (n)\na water - filled balloon with an overall mass of 1kg undergoes an acceleration of 2m/s². how much force is being applied to the balloon?\na theme park ride carriage with a mass of 1000kg needs to be accelerated at 0.5 m/s² along a track. what force is required to move the carriage?\na tractor carrying hay bales has a total mass of 9,100 kg. what force is required to reach an acceleration of 4 m/s²?\nmass (m)\nm = f/a\nkilograms (kg)\na skyrocket is launched with a force of 10n and accelerates at 20 m/s². what is the mass of this skyrocket?\na 7.5 n force is applied to a football, generating an initial acceleration of 12 m/s². calculate the mass of the football.\na cannonball accelerates at 1000 m/s² from an applied force of 5000n what is the mass of the cannonball?\nacceleration (a)\na = f/m\nmeters per second (m/s²)\na loaded coal wagon with a total mass of 20,000 kg is pushed by a force of 300,000 n. what is the wagons acceleration?\na spring balance is used to launch a 0.05 kg foam ball with a force of 5n. what acceleration is produced?\na 1000 kg satellite in space needs a course correction. to achieve this, one of its rocket motors is fired to apply 100n of force as thrust. what will the acceleration be due to this thrust?

calculate the missing variables using the necessary formula and rules. newtons 2nd law f=m x a\n1. what does newtons 2nd law of motion state?\nforce (f)\nf = m x a\nnewtons (n)\na water - filled balloon with an overall mass of 1kg undergoes an acceleration of 2m/s². how much force is being applied to the balloon?\na theme park ride carriage with a mass of 1000kg needs to be accelerated at 0.5 m/s² along a track. what force is required to move the carriage?\na tractor carrying hay bales has a total mass of 9,100 kg. what force is required to reach an acceleration of 4 m/s²?\nmass (m)\nm = f/a\nkilograms (kg)\na skyrocket is launched with a force of 10n and accelerates at 20 m/s². what is the mass of this skyrocket?\na 7.5 n force is applied to a football, generating an initial acceleration of 12 m/s². calculate the mass of the football.\na cannonball accelerates at 1000 m/s² from an applied force of 5000n what is the mass of the cannonball?\nacceleration (a)\na = f/m\nmeters per second (m/s²)\na loaded coal wagon with a total mass of 20,000 kg is pushed by a force of 300,000 n. what is the wagons acceleration?\na spring balance is used to launch a 0.05 kg foam ball with a force of 5n. what acceleration is produced?\na 1000 kg satellite in space needs a course correction. to achieve this, one of its rocket motors is fired to apply 100n of force as thrust. what will the acceleration be due to this thrust?

Answer

Explicación:

Paso 1: Encontrar la fuerza aplicada al globo

Utilizamos la fórmula $F = m\times a$. Dado que $m = 1$ kg y $a=2$ m/s², entonces $F=1\times2$. $F = 2$ N

Paso 2: Encontrar la masa del cohete

Utilizamos la fórmula $m=\frac{F}{a}$. Dado que $F = 10$ N y $a = 20$ m/s², entonces $m=\frac{10}{20}$. $m=0.5$ kg

Paso 3: Encontrar la aceleración del vagón de carbón

Utilizamos la fórmula $a=\frac{F}{m}$. Dado que $F = 300000$ N y $m = 20000$ kg, entonces $a=\frac{300000}{20000}$. $a = 15$ m/s²

Paso 4: Encontrar la fuerza necesaria para el carruaje del parque de diversiones

Utilizamos la fórmula $F=m\times a$. Dado que $m = 1000$ kg y $a=0.5$ m/s², entonces $F = 1000\times0.5$. $F=500$ N

Paso 5: Encontrar la masa del fútbol

Utilizamos la fórmula $m=\frac{F}{a}$. Dado que $F = 7.5$ N y $a = 12$ m/s², entonces $m=\frac{7.5}{12}$. $m = 0.625$ kg

Paso 6: Encontrar la aceleración de la pelota de espuma

Utilizamos la fórmula $a=\frac{F}{m}$. Dado que $F = 5$ N y $m = 0.05$ kg, entonces $a=\frac{5}{0.05}$. $a = 100$ m/s²

Paso 7: Encontrar la fuerza necesaria para el tractor

Utilizamos la fórmula $F=m\times a$. Dado que $m = 9100$ kg y $a = 4$ m/s², entonces $F=9100\times4$. $F = 36400$ N

Paso 8: Encontrar la masa de la bala del cañón

Utilizamos la fórmula $m=\frac{F}{a}$. Dado que $F = 5000$ N y $a = 1000$ m/s², entonces $m=\frac{5000}{1000}$. $m = 5$ kg

Paso 9: Encontrar la aceleración del satélite

Utilizamos la fórmula $a=\frac{F}{m}$. Dado que $F = 100$ N y $m = 1000$ kg, entonces $a=\frac{100}{1000}$. $a=0.1$ m/s²

Respuesta:

  • Fuerza aplicada al globo: 2 N
  • Masa del cohete: 0.5 kg
  • Aceleración del vagón de carbón: 15 m/s²
  • Fuerza necesaria para el carruaje del parque de diversiones: 500 N
  • Masa del fútbol: 0.625 kg
  • Aceleración de la pelota de espuma: 100 m/s²
  • Fuerza necesaria para el tractor: 36400 N
  • Masa de la bala del cañón: 5 kg
  • Aceleración del satélite: 0.1 m/s²