pptx, 408.86 KB
pptx, 408.86 KB
pdf, 421.74 KB
pdf, 421.74 KB
png, 51.93 KB
png, 51.93 KB
png, 45.83 KB
png, 45.83 KB

In this 16 questions- activity, students apply L’Hospital’s Rule to evaluate limits. There are included the following indeterminate forms - 0/0, infinity / infinity, infinity minus infinity and zero ^zero. All functions are included from polynomial to square root, from exponential to log, from trig to inverse trig functions.

On each slide students are given 4 limits. They have to prove that all these four limits are equal. There are four problem slides.

Answer keys are included.

*This product is created with Google Slides, but it is uploaded here as a Power Point presentation and in PDF format.

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