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Dec
4
reviewed Leave Open Problem with tau function
Dec
4
reviewed Looks OK If $x_1, \ldots, x_6$ are positive real numbers that add up to $2$. Show that:
Dec
4
reviewed Leave Open Area using Fermat's method of quadratures
Dec
4
reviewed Close Solution book of John Kelley's , J.Munkres's
Dec
4
reviewed Leave Open What is the degree of following differential equations
Nov
28
reviewed Reviewed Iterative update of pseudo inverse solution
Nov
28
reviewed Leave Open Assumed True until proven False. The Curious Case of the Vacuous Truth
May
8
reviewed Approve Probability of $X^{2} > Y^{3}$ over distribution other than uniform
Feb
12
reviewed Reviewed Create asymmetric 3D function by revolving a 2D function around an axis
Feb
12
reviewed Reviewed Construct a convergent series of positive terms with $\displaystyle\limsup_{n\to\infty} {a_{n+1}\over{a_n}}=\infty$
Dec
10
reviewed Reviewed Spherical coordinates to cartesian coordinates.
Dec
9
reviewed Reviewed Multiplication over $F_{2^{31}-1}$ by power of $2$
Dec
6
reviewed Reviewed Operations and relations
Dec
6
reviewed Reviewed How can I introduce complex numbers to precalculus students?
Dec
6
reviewed Reviewed Are these functions homotopic?
Dec
6
reviewed Reviewed Proving an equivalence relation on $\mathbb{Z}\times\mathbb{Z}$
Dec
6
reviewed Reviewed On direct variation
Dec
6
reviewed Reviewed I am trying to map R into the R, such that my map fixes some finite set of rational numbers and sends one element from R\Q into Q.
Dec
6
reviewed Reviewed What are the steps followed to get these probability answers?
Dec
6
reviewed Reviewed How do I solve this Maclaurin series problem using geometric series?