Respuesta :
check the picture below.
now, the base is in "meters", whilst the height is in centimeters, so to get a volume, we'd need the same unit.
there are 100 cm in 1 m, therefore, in 30000 cm, there are 30000/100 meters, or 300 meters.
[tex]\bf V=\cfrac{(\stackrel{B}{20\cdot 20})(\stackrel{h}{300})}{3}\implies V=\stackrel{meters}{40000}[/tex]
now, the base is in "meters", whilst the height is in centimeters, so to get a volume, we'd need the same unit.
there are 100 cm in 1 m, therefore, in 30000 cm, there are 30000/100 meters, or 300 meters.
[tex]\bf V=\cfrac{(\stackrel{B}{20\cdot 20})(\stackrel{h}{300})}{3}\implies V=\stackrel{meters}{40000}[/tex]
Answer:
check the picture below.
now, the base is in "meters", whilst the height is in centimeters, so to get a volume, we'd need the same unit.
there are 100 cm in 1 m, therefore, in 30000 cm, there are 30000/100 meters, or 300 meters.
Step-by-step explanation: