How do I find the area of the shaded regions for these graphs?
Also another question:
Find the slope of the tangent line to the graph of the equation y=(2x^2+3)(x-1) at x=2
How do I find the area of the shaded regions for these graphs? → Use integration
Find the slope of the tangent line to the graph of the equation y=(2x^2+3)(x-1) at x=2 → use differentiation
What are your thoughts?
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What kind of calculus class are you taking, that it hasn't covered anything about differentiation or integration? :shock:How do I apply integration to find the area of the graphs? I don't understand what integration or differentiation is...
You don't need either integration or differentiation; just the ability to count and estimate.How do I apply integration to find the area of the graphs? I don't understand what integration or differentiation is...
What kind of calculus class are you taking, that it hasn't covered anything about differentiation or integration? :shock:
You don't need either integration or differentiation; just the ability to count and estimate.
How many square units are shaded in? This is a standard exercise in beginning calculus. The whole idea is to get students to realize what the course is all about. Many who have taught calculus do not realize that Newton worked out the integral before ever thinking about a derivative. Most do not know that Newton had two passions: astronomy & the Book of Revelation. He had to know the AREA swept out by the motions of the planets.
I found the answer to my questions. Thanks for absolutely no help.
Read the poster's mind to figure out what method is expected, then do all the steps by that method -- preferably in hand-written form, so it can be printed out and handed in. :lol:What help did you expect?