Question

match each force abbreviation with the correct description. force exerted by a push or pull also known as an object’s weight support force at a right angle to a surface force that comes from a resistance to motion f_h f_p f_f f_n

Explanation:

• \( F_{H} \): Typically, \( F_{H} \) (horizontal force) can be a force exerted by a push or pull (like a horizontal applied force). But wait, let's recall standard force abbreviations: Wait, maybe I mixed up. Wait, \( F_{g} \) is weight, but here we have \( F_{p} \)? Wait, no, let's correct:
• \( F_{p} \): Force exerted by a push or pull (applied force, \( F_{app} \) or \( F_{p} \) for push/pull).
• \( F_{g} \) is weight, but here the option is "also known as an object’s weight"—wait, the left side has \( F_{H} \), \( F_{p} \), \( F_{f} \), \( F_{N} \). Wait, maybe:
• \( F_{p} \): force exerted by a push or pull (applied force).
• \( F_{H} \)? No, wait, "also known as an object’s weight" is gravitational force, but maybe the abbreviation here is mislabeled? Wait, the options:
• "force exerted by a push or pull" → \( F_{p} \) (applied force from push/pull).
• "also known as an object’s weight" → \( F_{g} \), but here the left has \( F_{H} \)? Wait, maybe a typo, but assuming:
• \( F_{p} \): force exerted by a push or pull.
• \( F_{H} \)? No, wait, "support force at a right angle to a surface" is normal force \( F_{N} \).
• "force that comes from a resistance to motion" is friction \( F_{f} \).
• "also known as an object’s weight"—maybe \( F_{H} \) is a typo for \( F_{g} \), but given the left options:

Let's match correctly:

• \( F_{p} \): force exerted by a push or pull (applied force).
• \( F_{H} \): Wait, no, maybe the first left is \( F_{p} \)? Wait, the left boxes are \( F_{H} \), \( F_{p} \), \( F_{f} \), \( F_{N} \).

Correct matches:

• \( F_{p} \): force exerted by a push or pull (applied force).
• \( F_{H} \)? No, "also known as an object’s weight"—maybe \( F_{g} \), but since \( F_{H} \) is given, perhaps a mistake, but let's proceed with standard:
• \( F_{N} \): support force at a right angle to a surface (normal force).
• \( F_{f} \): force that comes from a resistance to motion (friction).
• \( F_{p} \): force exerted by a push or pull (applied force).
• The remaining: "also known as an object’s weight"—maybe \( F_{H} \) is a typo for \( F_{g} \), but given the options, let's assign:
• \( F_{p} \) → force exerted by a push or pull.
• \( F_{H} \) → also known as an object’s weight (maybe horizontal is a mistake, but assume).
• \( F_{f} \) → force that comes from a resistance to motion (friction).
• \( F_{N} \) → support force at a right angle to a surface (normal force).

Answer:

• \( F_{p} \) → force exerted by a push or pull
• \( F_{H} \) → also known as an object’s weight (note: may be a typo, but per matching)
• \( F_{f} \) → force that comes from a resistance to motion
• \( F_{N} \) → support force at a right angle to a surface

(If we correct abbreviations: \( F_{g} \) is weight, \( F_{app} \) is push/pull, \( F_{f} \) is friction, \( F_{N} \) is normal. So likely \( F_{p} \) is \( F_{app} \), \( F_{H} \) is a typo for \( F_{g} \), \( F_{f} \) is friction, \( F_{N} \) is normal.)