1.2 FindingLimitsGraphicallyAndNumerically: Previous Problem List Next (1 point)

Question

1.2 FindingLimitsGraphicallyAndNumerically: Previous Problem List Next (1 point) Suppose that g is the tunction given by the graph below Use the graph to til in the blanks in the follo -3 As z gets closer and closer (but not equal) to -1. g(x) gets as close as we want to as x gets closer and Closer (but not equal) to 0 g (r) gets as close as we want to As X gets closer and closer (but not equal) to 2 g(x) gets as close as we want to Solution Note: You can earn partial credit on this probiem Show CorrectAnswers Preview My Answers Check Answers You have attempted this problem 0 times

Explanation / Answer

Q1)

As the x goes to -1, g(x) gets closer and closer to 3 [as per the graph]

As the x goes to 0, g(x) gets closer and closer to 4 [as per the graph]

As the x goes to 2, g(x) gets closer and closer to 1 [as per the graph]

Problem 1.2

f(4.002) = 6.0015

f(4.001) = 6.0007

f(4.0005) = 6.0003

f(4.0001) = 6.000075

f(3.998) = 5.9985

f(3.999) = 5.9992

f(3.9995) = 5.9996

f(3.9999) = 5.999925

Hence the value of limit will be equal to 6

Next Problem:

The limit value will be equal to 6 as per the graph, since both left and right hand limit is equal to 6

Related Questions

Navigate

• Browse (All)
• Browse 1
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.