Question

1. 0.35 km = 350. m
2. 2.9 cm = 29. mm
3. 4260 g = 4.260 kg
4. 315 cm = 3.15 m
5. 3.750 l = 3750 ml
6. 930. g = 0.93 kg
7. 8.4 l = 8400. ml
8. 135. mm = 13.5 cm
9. 5.08 m = 508. cm
10. 60. m = 0.06 km

which is the most? circle the largest amount in each box.
1.24 kg 0.35 km 7090 ml 52,329 cm
1310 g 309 m 7250 ml 5120 m
950 g 3640 cm 7.2 l 5.7 km
use greater than (>), less than (<) or equals (=) to compare the amounts.

1. 0.5 l 59 ml
2. 46 mm 5.1 cm
3. 2781 g 2.8 kg
4. 752 cm 0.9 m
5. 740 ml 0.74 l
6. 795 g 0.8 kg
7. 35 mm 3.8 cm
8. 7.62 l 860 ml
9. 0.82 km 790 m
10. 1 3/4 km 1750 m
11. 576 g 1/2 kg
12. 72.6 cm 750 mm

Explanation:

Explicación:

Paso 1: Convertir unidades para comparar

Recordar que $1\ km = 1000\ m$, $1\ m= 100\ cm$, $1\ cm = 10\ mm$, $1\ kg=1000\ g$, $1\ L = 1000\ mL$.

Paso 2: Comparar $0.5\ L$ y $59\ mL$

Convertir $0.5\ L$ a $mL$: $0.5\times1000 = 500\ mL$. Entonces $0.5\ L>59\ mL$.

Paso 3: Comparar $46\ mm$ y $5.1\ cm$

Convertir $5.1\ cm$ a $mm$: $5.1\times10 = 51\ mm$. Entonces $46\ mm<5.1\ cm$.

Paso 4: Comparar $2781\ g$ y $2.8\ kg$

Convertir $2.8\ kg$ a $g$: $2.8\times1000 = 2800\ g$. Entonces $2781\ g<2.8\ kg$.

Paso 5: Comparar $752\ cm$ y $0.9\ m$

Convertir $0.9\ m$ a $cm$: $0.9\times100 = 90\ cm$. Entonces $752\ cm>0.9\ m$.

Paso 6: Comparar $740\ mL$ y $0.74\ L$

Convertir $0.74\ L$ a $mL$: $0.74\times1000 = 740\ mL$. Entonces $740\ mL = 0.74\ L$.

Paso 7: Comparar $795\ g$ y $0.8\ kg$

Convertir $0.8\ kg$ a $g$: $0.8\times1000 = 800\ g$. Entonces $795\ g<0.8\ kg$.

Paso 8: Comparar $35\ mm$ y $3.8\ cm$

Convertir $3.8\ cm$ a $mm$: $3.8\times10 = 38\ mm$. Entonces $35\ mm<3.8\ cm$.

Paso 9: Comparar $7.62\ L$ y $860\ mL$

Convertir $7.62\ L$ a $mL$: $7.62\times1000 = 7620\ mL$. Entonces $7.62\ L>860\ mL$.

Paso 10: Comparar $0.82\ km$ y $790\ m$

Convertir $0.82\ km$ a $m$: $0.82\times1000 = 820\ m$. Entonces $0.82\ km>790\ m$.

Paso 11: Comparar $1\frac{3}{4}\ km$ y $1750\ m$

Convertir $1\frac{3}{4}\ km$ a $m$. $1\frac{3}{4}=\frac{7}{4}$, $\frac{7}{4}\times1000 = 1750\ m$. Entonces $1\frac{3}{4}\ km=1750\ m$.

Paso 12: Comparar $576\ g$ y $\frac{1}{2}\ kg$

Convertir $\frac{1}{2}\ kg$ a $g$: $\frac{1}{2}\times1000 = 500\ g$. Entonces $576\ g>\frac{1}{2}\ kg$.

Paso 13: Comparar $72.6\ cm$ y $750\ mm$

Convertir $750\ mm$ a $cm$: $750\div10 = 75\ cm$. Entonces $72.6\ cm<750\ mm$.

Respuesta:

1. $0.5\ L>59\ mL$
2. $46\ mm<5.1\ cm$
3. $2781\ g<2.8\ kg$
4. $752\ cm>0.9\ m$
5. $740\ mL = 0.74\ L$
6. $795\ g<0.8\ kg$
7. $35\ mm<3.8\ cm$
8. $7.62\ L>860\ mL$
9. $0.82\ km>790\ m$
10. $1\frac{3}{4}\ km=1750\ m$
11. $576\ g>\frac{1}{2}\ kg$
12. $72.6\ cm<750\ mm$

Answer:

Explicación:

Paso 1: Convertir unidades para comparar

Recordar que $1\ km = 1000\ m$, $1\ m= 100\ cm$, $1\ cm = 10\ mm$, $1\ kg=1000\ g$, $1\ L = 1000\ mL$.

Paso 2: Comparar $0.5\ L$ y $59\ mL$

Convertir $0.5\ L$ a $mL$: $0.5\times1000 = 500\ mL$. Entonces $0.5\ L>59\ mL$.

Paso 3: Comparar $46\ mm$ y $5.1\ cm$

Convertir $5.1\ cm$ a $mm$: $5.1\times10 = 51\ mm$. Entonces $46\ mm<5.1\ cm$.

Paso 4: Comparar $2781\ g$ y $2.8\ kg$

Convertir $2.8\ kg$ a $g$: $2.8\times1000 = 2800\ g$. Entonces $2781\ g<2.8\ kg$.

Paso 5: Comparar $752\ cm$ y $0.9\ m$

Convertir $0.9\ m$ a $cm$: $0.9\times100 = 90\ cm$. Entonces $752\ cm>0.9\ m$.

Paso 6: Comparar $740\ mL$ y $0.74\ L$

Convertir $0.74\ L$ a $mL$: $0.74\times1000 = 740\ mL$. Entonces $740\ mL = 0.74\ L$.

Paso 7: Comparar $795\ g$ y $0.8\ kg$

Convertir $0.8\ kg$ a $g$: $0.8\times1000 = 800\ g$. Entonces $795\ g<0.8\ kg$.

Paso 8: Comparar $35\ mm$ y $3.8\ cm$

Convertir $3.8\ cm$ a $mm$: $3.8\times10 = 38\ mm$. Entonces $35\ mm<3.8\ cm$.

Paso 9: Comparar $7.62\ L$ y $860\ mL$

Convertir $7.62\ L$ a $mL$: $7.62\times1000 = 7620\ mL$. Entonces $7.62\ L>860\ mL$.

Paso 10: Comparar $0.82\ km$ y $790\ m$

Convertir $0.82\ km$ a $m$: $0.82\times1000 = 820\ m$. Entonces $0.82\ km>790\ m$.

Paso 11: Comparar $1\frac{3}{4}\ km$ y $1750\ m$

Convertir $1\frac{3}{4}\ km$ a $m$. $1\frac{3}{4}=\frac{7}{4}$, $\frac{7}{4}\times1000 = 1750\ m$. Entonces $1\frac{3}{4}\ km=1750\ m$.

Paso 12: Comparar $576\ g$ y $\frac{1}{2}\ kg$

Convertir $\frac{1}{2}\ kg$ a $g$: $\frac{1}{2}\times1000 = 500\ g$. Entonces $576\ g>\frac{1}{2}\ kg$.

Paso 13: Comparar $72.6\ cm$ y $750\ mm$

Convertir $750\ mm$ a $cm$: $750\div10 = 75\ cm$. Entonces $72.6\ cm<750\ mm$.

Respuesta:

1. $0.5\ L>59\ mL$
2. $46\ mm<5.1\ cm$
3. $2781\ g<2.8\ kg$
4. $752\ cm>0.9\ m$
5. $740\ mL = 0.74\ L$
6. $795\ g<0.8\ kg$
7. $35\ mm<3.8\ cm$
8. $7.62\ L>860\ mL$
9. $0.82\ km>790\ m$
10. $1\frac{3}{4}\ km=1750\ m$
11. $576\ g>\frac{1}{2}\ kg$
12. $72.6\ cm<750\ mm$