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RobertTheTutor
  • Member for 2 years, 7 months
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2 votes

Is a Linear Map uniquely determined on $V$ or on a basis of $V$?

2 votes

How can one prove that the resulting projection onto a "canvas" of a conic is still a conic?

2 votes
Accepted

What is the measure of $\measuredangle B$ on the trapeze below?

2 votes
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Find the number of 4-digit integers whose product of all digits is equal to 16

2 votes
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Probability random pick bad/good parts for robot

2 votes
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What's the meaning of ratio of second moment over third moment

2 votes
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Why is the dot product of the vector and itself equals to the length of the vector squared?

2 votes

What does this shorthand mean |x| = -x > 0

2 votes
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Exact differential equation identity

2 votes
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Why is gravity divided by $2$ when you parameterize projectile motion.

2 votes
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Laplace transform of $t^n$ using integration by parts

2 votes

How do I evaluate $\sum_{n=1}^{\infty}\frac{n}{2n-1} - \frac{n+2}{2n+3}$?

2 votes

Intuition about the definition of Probability Density Function

2 votes

4d rotation into 3d shape

2 votes

Is there a sense in which the Chi-squared distribution is an inner product?

2 votes

Calculate fictional moon position in the sky

2 votes
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How to compute change of basis?

2 votes
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Maximize $f(x,y) = x+y$ subject to $x^2+xy+y^2+y=1$

2 votes

Coin Distribution Problem- Combinations

2 votes

Probability of Type 1 Error when using $X_{min}$ as a test static

2 votes
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How to break the components of a vector perpendicular to another?

2 votes
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How to solve $\int\frac{dx}{(x^2 - 8x + 1)}$?

2 votes
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Tiny doubt with square root

2 votes

Create N points that are spaced as far as possible within a D dimensional sphere

2 votes
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How does the tangent line according to calculus correlates to the classic intuition of a line that only passes through one point of the curve?

2 votes

Mice and poisonous wine brainteaser

2 votes

prove $\left\{\begin{array}{l}X^{\prime \prime}+\lambda X=0,0<x<1 \\ X(0)=0, X(1)+X^{\prime}(1)=0\end{array}\right.$ has $\lambda >0$ without solving

2 votes
Accepted

Derivative using Product Rule

2 votes

Better way to solve $\cos\left(\frac{\gamma'}{2}\right) = g_0$ and $e^{i\beta'} \sin\left(\frac{\gamma'}{2}\right) = g_1$ for $\gamma',\beta'$?

2 votes

Find a matrix $A$ with no zero entries such that $A^3=A$

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