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by admin_calcPosted on May 20, 2019May 31, 2024

Area Of A Trapezium – Different Ways To Calculate The Area

Wondering how to find the area of a trapezium? Learn and revise how to calculate the area of dimensional shapes like trapezoids.

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by admin_calcPosted on May 20, 2019February 23, 2021

Slope Formula In Calculus: Understanding The Application

Learn about the slope formula and its applications in the real world. Along with math, have numerous applications in your everyday life.

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by admin_calcPosted on May 20, 2019February 23, 2021

Parallel Planes: How It Is Used In Calculus And Geometry?

Understand the basics of parallel planes and how it is used in calculus and geometry. Learn more of parallel postulate and other calculus formulas.

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by admin_calcPosted on May 14, 2019February 23, 2021

Substitution Method In Calculus: Integration, Derivatives, And More

Read this guide to learn how to use substitution method in calculus including derivatives, definite integral, trigonometric functions, and more.

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by admin_calcPosted on February 1, 2019February 23, 2021

Arc Length Formula in Calculus: The Complete and In-depth Guide

If you want to know about arc length formula then this guide is for you. In this section we will discuss how to find the arc length of a parametric curve.

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by admin_calcPosted on May 17, 2018February 23, 2021

Enhance Your Calculus Capabilities with These Brain Boosting Tips

Improve your problem-solving skills and calculus capabilities with our 11-best brain-boosting tips. Get an A in calculus with these simple tips.

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by admin_calcPosted on January 3, 2017February 23, 2021

Calculus-Help now 26.2% more fun!

By popular demand, this week’s slate of updates …

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by admin_calcPosted on September 20, 2016February 23, 2021

Problem 15: A Grizzly Motion Problem

2011-2012 The motion of a grizzly bear stalking its prey, walking left and right of a fixed point in feet per second, can be modeled by the motion of a particle moving left and right along the x-axis, according to the following acceleration equation: Assume that the origin corresponds to the fixed point, and that … Continue reading "Problem 15: A Grizzly Motion Problem"

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by admin_calcPosted on September 20, 2016February 23, 2021

Problem 13: Polar Derivatives

2011-2012 Find all angles on the interval  at which the tangent line to the graph of the polar equation  is horizontal. Solution: Express the polar equations parametrically (in terms ofx and y) and calculate the slope of the polar equation. The tangent lines to the polar graph are horizontal when the numerator of this derivative is … Continue reading "Problem 13: Polar Derivatives"

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by admin_calcPosted on September 20, 2016February 23, 2021

Problem 12: Super Related Rates

2011-2012 Have you ever loved something so deeply, so meaningfully, so completely, so profoundly that it would really irk you if you dropped that thing into a bubbling vat of acid? I have, and so that you may learn from my tragedy, I will share a horrific tale from my past. Once, on a whim, … Continue reading "Problem 12: Super Related Rates"

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