(This is ignoring hills, friction with the road, etc.) This is because when you apply a force, it accelerates an object. How much it accelerates it depends on its mass because heavier objects are harder to move. to summarize, how fast an object is speeding up (acceleration) EQUALS how hard you are pushing the object (force) DIVIDED by how heavy the object is (mass) a=f/m and then Newton rearranged it to be prettier/easier to work with/ger rid of fractions to look like f=ma. The car metaphor would be a little confusing for this one, so I'll abandon it. Consider the recoil of a gun. When the firing pin hits the bullet, a small explosion goes off. This explosion puts force out in every 3D direction, but the barrel of the gun focuses that energy into two opposite directions - down the barrel/out of the gun, and through the back of the gun/into your body. Now remember law
(This is ignoring hills, friction with the road, etc.) This is because when you apply a force, it accelerates an object. How much it accelerates it depends on its mass because heavier objects are harder to move. to summarize, how fast an object is speeding up (acceleration) EQUALS how hard you are pushing the object (force) DIVIDED by how heavy the object is (mass) a=f/m and then Newton rearranged it to be prettier/easier to work with/ger rid of fractions to look like f=ma. The car metaphor would be a little confusing for this one, so I'll abandon it. Consider the recoil of a gun. When the firing pin hits the bullet, a small explosion goes off. This explosion puts force out in every 3D direction, but the barrel of the gun focuses that energy into two opposite directions - down the barrel/out of the gun, and through the back of the gun/into your body. Now remember law