Sign in to unlock the answer

Answer from Sia

Posted 6 months ago

Solution by Steps

step 1

We need to integrate the function $6 \cos(1 + \sin(t))$ from $0$ to $3$

step 2

The integral is given by $\int_0^3 6 \cos(1 + \sin(t)) \, dt$

step 3

Using the Asksia-LL calculator, the result of the integral is approximately $-1.6335888917$

Answer

The integral of $6 \cos(1 + \sin(t))$ from $0$ to $3$ is approximately $-1.6335888917$.

Key Concept

Definite Integral

Explanation

A definite integral calculates the area under a curve between two points. In this case, we integrated the function $6 \cos(1 + \sin(t))$ from $0$ to $3$.

Not the question you are looking for? Ask here!

Enter question by text

Enter question by image

Unlock Smarter Learning with AskSia Super!

Join Super, our all-in-one AI solution that can greatly improve your learning efficiency.

30% higher accuracy than GPT-4o

Entire learning journey support

The most student-friendly features

Study Other Question