Resources For Teachers For Tutors For Students & Parents Pricing
Year 12 Specialist (Unit 3 & 4) Applications of integral calculus

The fundamental theorem of calculus

ACCOUNT REQUIRED

Unlock all 20 questions & worked solutions

You're viewing a free preview. Create an account to access the complete question set, step-by-step solutions, and progress tracking.

All Questions

Access the full question set for every topic.

Worked Solutions

Step-by-step explanations for every answer.

Track Progress

Mark questions right or wrong and monitor your growth.

It's Free

No credit card required - sign up in under a minute.

Question 1
196639
Use the fundamental theorem of calculus, \(\dfrac{d}{dx}\displaystyle\int_{a}^{x} f(t)\,dt = f(x)\), to find \(\dfrac{d}{dx}\displaystyle\int_{2}^{x} (t^{2}+1)\,dt\).
\(x^{2}+1\)

📚 Want More Questions?

There are 19 more questions available. Create your free account to access the complete question set with detailed solutions.