Vrijeme: 21:22
Gravitacija pada | Gravity falls #1
Učenik Filip jako voli astronomiju (u glavi mu je samo svemir...) te je odlučio u Samoboru napraviti umanjeni model Sunčeva sustava. Ako Filip napravi model Zemlje promjera
, na koju udaljenost bi trebao postaviti model Sunca (u kilometrima) da se njihove udaljenosti odnose kao u svemiru? Zaokružite na dvije decimale.
Napomena: za
upotrijebi udaljenost od
, a za promjer Zemlje
.

Napomena: za



Filip is a big fan of astronomy (all he can think about is space...) and has decided to create a scaled-down model of the Solar System in Samobor. If Filip makes a model of the Earth with a diameter of
, how far away should he place the model of the Sun (in kilometers) so that their distances are proportional to those in space? Round the result to two decimals.

Note: For , use a distance of
km and for diameter of Earth use
.