Answer:
k=
v
2
4v
2
−4v−9
Explanation:
Evaluate
(k−4)×v
2
+4v+9=0
Simplify
kv
2
−4v
2
+4v+9=0
Rewrite the expression
v
2
k−4v
2
+4v+9=0
Move the expression to the right side
v
2
k=0−(−4v
2
+4v+9)
Subtract the terms
v
2
k=4v
2
−4v−9
Multiply both sides
v
2
k×
v
2
1
=(4v
2
−4v−9)×
v
2
1
Simplify
v
2
k×
v
2
1
=
v
2
4v
2
−4v−9
Solution
k=
v
2
4v
2
−4v−9