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GRE Mathematics Multivariable Calculus

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#23 on GRE 8767

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Which classes do you recommend for the GRE math subject test?

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Distance and speed of two people walking 100 miles

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Find perimeter of traiangle when you know two sides

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Find the largest exponent

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Find the limit of $(a_k)_k$ where $a_k = \lim_{n\to\infty} \frac1n\sum_{m=1}^{kn} \mathrm{exp}(\frac12.\frac{m^2}{n^2})$

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Calculate work of machines

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Permutations of 4 people in a line

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Probability with a coin and a die

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GRE math problem 1

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Compare the areas of a square with perimeter $12$ and of a parallelogram with perimeter $16$

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$f(\frac1{1234}) + f(\frac3{1234}) + f(\frac5{1234}) + ..... + f(\frac{1231}{1234}) + f(\frac{1233}{1234}) = ?$

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Improper integral of exponential function times the integer part of $x$

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Find the limit involving a Riemann sum.

GRE Mathematics Multivariable Calculus

#23 on GRE 8767

Which classes do you recommend for the GRE math subject test?

Distance and speed of two people walking 100 miles

Find perimeter of traiangle when you know two sides

Find the largest exponent

Find the limit of $(a_k)_k$ where $a_k = \lim_{n\to\infty} \frac1n\sum_{m=1}^{kn} \mathrm{exp}(\frac12.\frac{m^2}{n^2})$

Calculate work of machines

Permutations of 4 people in a line

Probability with a coin and a die

GRE math problem 1

Compare the areas of a square with perimeter $12$ and of a parallelogram with perimeter $16$

$f(\frac1{1234}) + f(\frac3{1234}) + f(\frac5{1234}) + ..... + f(\frac{1231}{1234}) + f(\frac{1233}{1234}) = ?$

Improper integral of exponential function times the integer part of $x$

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