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VV_721's user avatar
VV_721's user avatar
VV_721
  • Member for 8 months
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2 votes

Increasing/Decreasing intervals of a parabola

2 votes
Accepted

Relevance and implications of concavity?

2 votes

How many times is the light bulb turned on?

2 votes

Suppose a colony of cells starts with 10 cells, and their number triples every hour. After how many hours will there be 500 cells?

2 votes

How do I find the angle of the second right triangle?

2 votes

Why do some histograms have the first interval longer than the rest?

2 votes
Accepted

Find angular velocity of the object knowing some other strange velocity vector

2 votes

Length of a line segment in a triangle?

1 vote

Problem in mathematical analysis

1 vote

What is position of moving particle accurate? Example from non-standard analysis

1 vote

Tracing the maximum and minimum when the curve $f'(x)$ is given

1 vote

Physics Kinematics Equation Derivation

1 vote
Accepted

Creating a function that acts differently in certain values of $x$

1 vote

If implicit differentiation yields an undefined expression at a point. Does this mean that derivative is undefined at that point?

1 vote
Accepted

who is right for given example

1 vote

Why is this continuous function not differentiable?

1 vote

When is a particle speeding up/down based on position graph

1 vote

Proving $\lim_{x\to\infty}xa^{x}=0$ in Elementary Ways

1 vote

Finding the tangent line to curve to the ellipse $(x-3)^2+\frac{(y-4)^2}{4}=1$ through the origin

1 vote

Finding solutions of modulus functions

0 votes

A Projectile Motion Problem

0 votes

Calculating Launch Angle Given Distance with Added Height (which itself depends on launch angle)

0 votes

Is it possible to find when two cars will meet given this graph?

0 votes

if motion in infinitely small time interval is linear then why a tangent to a circle has only one common point with the circle

0 votes

Finding all the values of $\theta$ for which $\tan(\theta)=\sqrt3$; problem with understanding.

0 votes

Does the second derivative tell me how the variation of the slope of the tangent line to the graph varies?

0 votes

Why is acceleration $\frac{1}{2}at^2$ halved when finding final height (distance)?

0 votes

Is there a more geometrical definition of the tangent line of a curve? based on the intuitive idea that a tangent line only touches at one point

0 votes

exponential graphing with intercept

0 votes

Criticizing the notion of a tangent as a line that "just touches" a curve.