What is the muscle located on the distal fourth of the anterior ulna?
The insertion of the extensor carpi radialis brevis is the base of what metacarpal?
What is the 3rd metacarpal
What is the nerve of the flexor carpi ulnaris?
Ulnar n (C7,8)
TRUE/FALSE:
The action for the adductor pollicis is abduction of the thumb at the CM joint.
False
The smaller bone of the forearm?
Radius
The extensor carpi radialis longus orginates on the supracondylar ridge of the humerus and the _______ of humerus.
What is lateral epicondyle.
The extensor digitorum inserts into what?
What is Extensor expansion of 4 finger
What is the nerve of the flexor carpi radialis?
Median n (C6,7)
How many actions does the Abductor Pollicis Longus have? What are they?
1. abduction of the thumb at CM joint
2. assists in wrist abduction
What bone is this?
Capitate carpal bone
What is the 2 joint muscle that originates at the medial epicondyle of the humerus and coronoid process of the ulna?
Pronator Teres
What is the insertion for this muscle?<img class="fr-fic fr-dib" 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
base of the proximal phalanx of thumb
What is the nerve of palmaris longus?
Median n (C7,8)
Which flexor pollicis' action is flexion of the thumb at the MP joint?
What is Flexor Pollicis Brevis
TRUE/FALSE:
The nerve for the opponens Pollicis is the Median n (C8,T1).
True
What muscle orginates at the lateral epicondyle of the humerus and the posterior proximal ulna?
What is extensor carpi ulnaris.
TRUE/FALSE:
Insertion of the extensor pollicis longus is the base of the proximal phalanx.
False; Base of distal phalanx
Which nerve innervates the Flexor Digitorum Superficialis?
Median n (C7, 8, T1)
True or false: The flexor pollicis longus' action is flexion of the thumb at the MP joint.
What is false? The thumb flexes at IP joint.
What else is the lateral epicondyle known as?
common extensor tendon
What is the origin of the supinator?
Lateral epicondyle of the humerus, annular ligament of radius, radial collateral ligament, proximal ulna at supinator crest.
What muscle ONLY inserts into the extensor expansion of the index (2) finger?
What is Extensor indicis
Which nerve innervates Flexor Digitorum Profundus?
Radial 2 fingers: Median n (C8,T1)
Ulnar 2 fingers: Ulnar n (C8, T1)
True/False: Abduction of the thumb at the MP joint, is the action of the Abductor Pollicis Brevis.
False
Abduction of the thumb at the CM joint
What are the O, I, and A of the Extensor Digiti Minimi?
O: Lateral epicondyle of humerus (common extensor tendon)
I: Extensor expansion of little (5th) finger
A: Extension of little (5th) finger at MP joint, assists extension of wrist