use the table to find lim 3x^2. x→ - 12 x - 12.01 - 12.001 - 12.0001→← - 11.9999 - 11.999 - 11.99 f(x)=3x^2…

use the table to find lim 3x^2. x→ - 12 x - 12.01 - 12.001 - 12.0001→← - 11.9999 - 11.999 - 11.99 f(x)=3x^2 432.7203 432.0720 432.0072→← 431.9928 431.9280 431.2803 lim 3x^2 =□ x→ - 12

use the table to find lim 3x^2. x→ - 12 x - 12.01 - 12.001 - 12.0001→← - 11.9999 - 11.999 - 11.99 f(x)=3x^2 432.7203 432.0720 432.0072→← 431.9928 431.9280 431.2803 lim 3x^2 =□ x→ - 12

Answer

Explanation:

Step1: Analyze the table values

As (x) approaches (- 12) from the left ((x=-12.01,-12.001,-12.0001)) and from the right ((x = - 11.9999,-11.999,-11.99)), the values of (f(x)=3x^{2}) approach a certain number.

Step2: Observe the trend

The values of (f(x)) are getting closer and closer to (432).

Answer:

(432)