Ejercicios FyQPortada del sitio > Secundaria > F y Q [3.º ESO] > Destrezas científicas básicas (3.º ESO) > Análisis de unidades y dimensiones (5315)
Análisis de unidades y dimensiones (5315)
Sábado 22 de junio de 2019, por
Si [x] = m, [v] = m/s, [t] = s y [d] = m, encuentra la relación de unidades para cada magnitud:
a) ![s = [x]_0 + [v]\cdot [t]](local/cache-vignettes/L147xH42/9e2c433686c046be4f1a6a49dc81ef71-062c9.png?1733028387 "s = [x]_0 + [v]\cdot [t]"){kind=small}
b) ![g = \frac{2[d]}{[t]^2}](local/cache-vignettes/L73xH70/b99e833dbd4315222246228af49dd68c-b2d1d.png?1733028387 "g = \frac{2[d]}{[t]^2}")
c) ![A = [d]^2](local/cache-vignettes/L73xH47/4fd2cb8b3a85350422774ed418740841-8c598.png?1733028387 "A = [d]^2"){kind=small}
d) ![V = \frac{4}{3}[d]^3](local/cache-vignettes/L89xH45/3b990bae528527f022bb14e45fa528dc-91c25.png?1733028387 "V = \frac{4}{3}[d]^3"){kind=small}
a) ![[s] = m + \frac{m}{\cancel{s}}\cdot \cancel{s}\ \to\ \fbox{\color[RGB]{192,0,0}{\bf [s] = m}}](local/cache-vignettes/L215xH35/0a784a572c6e7021521db27a4050f0aa-e67fe.png?1733095115 "[s] = m + \frac{m}{\cancel{s}}\cdot \cancel{s}\ \to\ \fbox{\color[RGB]{192,0,0}{\bf [s] = m}}"){kind=small}
b) ![[g] = \frac{2\ m}{s^2}\ \to\ \fbox{\color[RGB]{192,0,0}{\bm{[g] = \frac{m}{s^2}}}}](local/cache-vignettes/L175xH35/899ccd77356850ac2d6e3f54667b09cc-6da15.png?1733095115 "[g] = \frac{2\ m}{s^2}\ \to\ \fbox{\color[RGB]{192,0,0}{\bm{[g] = \frac{m}{s^2}}}}"){kind=small}
c) ![\fbox{\color[RGB]{192,0,0}{\bm{[A] = m^2}}}](local/cache-vignettes/L83xH27/1aaae9461854ff3329a0c568c3713cb7-f4f8f.png?1733095115 "\fbox{\color[RGB]{192,0,0}{\bm{[A] = m^2}}}"){kind=small}
d) ![[V] = \frac{4}{3}\cdot m^3\ \to\ \fbox{\color[RGB]{192,0,0}{\bm{[V] = m^3}}}](local/cache-vignettes/L207xH36/8f8b75f24659bb3506c79ff442fcb68d-2e0cd.png?1733095115 "[V] = \frac{4}{3}\cdot m^3\ \to\ \fbox{\color[RGB]{192,0,0}{\bm{[V] = m^3}}}"){kind=small}