Chapter 12, Problem 17RE

### Calculus

10th Edition
Ron Larson + 1 other
ISBN: 9781285057095

Chapter
Section

### Calculus

10th Edition
Ron Larson + 1 other
ISBN: 9781285057095
Textbook Problem
1 views

# 57095-12-17RE-Question-Digital.docxFinding a Limit In Exercises 17 and 18, find the limit. lim t → 4 − ( t i + 4 − t j + k )

To determine

To calculate: The limit of the function, limt4(ti+4tj+k).

Explanation

Given:

The function, limt4(ti+4tj+k).

Formula used:

The expression, limxa(xi+yj+zk) is equivalent to, limxaxi+limxayj+limxazk.

The expression, limxax is equivalent to limh0(ah).

Consider the function, limt4(ti+4tj+k).

Now use the formula, limxa(xi+yj+zk)=limxaxi+limxayj+limxazk in the expression,limt4(ti+4tj+k).

So, limt4(ti+4tj+k) is equivalent to, limt4ti+limt44tj+limt41k

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