- #1

- Homework Statement:
- Use the properties of limits to find the limits.

- Relevant Equations:
- N/A

Use properties of limits to find the limit.

lim (-3x + 1)^2

x→0

[lim (-3x + 1) as x→0 ]^2

[-3•lim(x) as x→0 + lim (1) as x→0]^2

[-3•0 + 1]^2

[0 + 1]^2

[1]^2 = 1

The limit is 1.

lim (-3x + 1)^2

x→0

[lim (-3x + 1) as x→0 ]^2

[-3•lim(x) as x→0 + lim (1) as x→0]^2

[-3•0 + 1]^2

[0 + 1]^2

[1]^2 = 1

The limit is 1.