# Homestudy translation help

1. Feb 22, 2016

### Scott S

Sorry, 30 years since college and I wasn't awake all the time.
I'm trying to translate the symbology in the attached pics.
Some of the super/subscripts are throwing me off in formulae 13, 14 and 15.

Y and X = planar coordinates of points.
n = number of points.
σβ = standard error of angle observation.
σs = standard error of distance observation.
Σ = the sum in parenthesis.
Si = sum of distances.

The parenthesis are the problems.
Would Xn equal the last coordinate and Xi-1 each proceeding coordinate, so that I should sum the final minus each proceeding X?

The same formulae in 3-91.

Last edited by a moderator: Feb 22, 2016
2. Feb 22, 2016

### Ray Vickson

For example:
$$\begin{array}{l}\sum_{i=1}^n \left( \frac{X_i - X_{i-1}}{S_i} \right)^2\\ = \left(\frac{X_1-X_0}{S_1}\right)^2 + \left(\frac{X_2 - X_1}{S_2}\right)^2 + \cdots + \left( \frac{X_n - X_{n-1}}{S_n}\right)^2 \end{array}$$
Is that what you were uncertain about?

3. Feb 22, 2016

### Scott S

Yes!
Thank you.

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