   Chapter 12.1, Problem 70E

Chapter
Section
Textbook Problem

# Continuity of a Vector-Valued Function In Exercises 71-76, determine the interval(s) on which the vector valued function is continuous. r ( t ) = t i + t − 1 j

To determine

To calculate: The interval on which the vector-valued function r(t)=ti+t1j is continuous.

Explanation

Given:

The vector-valued function is:

r(t)=ti+t1j

Calculation:

Consider the vector-valued function:

r(t)=ti+t1j

Evaluate the continuity of the vector valued function by evaluating the continuity of the component functions and then taking the intersection of the two sets

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