ReadSpeaker Test Case

Fractions in latex

A fraction 1/4 gets read as fraction 1 divided by 4 but one would expect one fourth.
The word "fraction" should be omitted.
The preferred way of reading in earlier years is three eighths instead of three divided by eight. (note: latex is read double in many cases, is there a way to avoid that?)

$\dfrac {1}{4} $

Surface measurements and volume measurements aren't read correctly, without the context of a sentence.

Below are some separate examples:

$1 m^2 = 100 dm^2$
Latex
this is read as "... 100-d-square-meter"

$1 m^2$ = $dm^2$

this is read as "... []-d-square-meter"

1 m² = 100 dm²
this is read correctly

1 m² = 100 dm²
without math library: this is read as "is gelijk" instead of "is gelijk aan"

1 m² = dm²
this is read correctly

$1 m^3$ = $dm^3$
this is read as "1 cubic meter 1 cubic meter is equal to decimeter 3 cubic decimeter "

1 m³ = dm³
plain text:
read correctly

Wiskundige symbolen in latex worden niet allemaal goed voorgelezen

I've asked for input from the mathematicians, we'll update the feedback asap

$\mathbb{N}$
$\mathbb{Z}$
$\mathbb{Q}$
$\mathbb{R}$
$\sqrt{4}$
$\alpha$
$\beta$
$\gamma$
$\delta$
$\Delta$
$\epsilon$
$\varepsilon$
$\eta$
$\theta$
$\mu$
$\nu$
$\rho$
$\sigma$
$\tau$
$\omega$
$\phi$
$\pi$
$\approx$
$\pm$
$\cdot$
$\leq$
$\leqslant$
$\geq$
$\geqslant$
$\exp{n^2}$
$\overrightarrow{4}$
$\vec{4}$
$1 = \cos^2 \theta + \sin^2 \theta$
$\tan$
$\cot$
$\sec$
$\csc$
$\log$
$\ln$
$\lim_{x\to\infty} f(x)$
$\infty$
$\hat{a}$
$\sum_{n=1} ^{\infty} a_i x^i$
$\hbar = \frac{h}{2\pi}$
$\bar{X}$
$|2|$
$\int_{a}^{b} x^2 \,dx$

Math

Fractions in latex

Surface measurements and volume measurements aren't read correctly, without the context of a sentence.

Wiskundige symbolen in latex worden niet allemaal goed voorgelezen