Answer:Ste4
Γ
y
=
4
Γ
(
1
4
x
β
5
)
4
y
=
(
4
Γ
1
4
x
)
β
(
4
Γ
5
)
4
y
=
(
4
Γ
1
4
x
)
β
20
4
y
=
1
x
β
20
Next step is to move the Β x
term to the left side of the equation by subtracting Β 1
x
from each side of the equation:
β
1
x
+
4
y
=
β
1
x
+
1
x
β
20
β
1
x
+
4
y
=
β
0
β
20
β
1
x
+
4
y
=
β
20
Now, to make the coefficient of Β x
positive we need to multiply both sides of the equation by Β β
1
β
1
Γ
(
β
1
x
+
4
y
)
=
β
1
Γ
β
20
(
β
1
Γ
β
1
x
)
+
(
(
β
1
Γ
4
y
)
=
20
1
x
β
4
y
=
20
or
1
x
β
4
y
=
20p-by-step explanation: