height-2cm
base-10cm
length-10cm
To find the capacity of a rectangular prism or box use the 'volume' technique by multiplying the Axh (l x w x h) Once an answer is found divide it by 100 3 times since the volume is cubic units to get litres eg1. 25cm(l) x10cm(w) x10(h) multiply 25x10x10 =2500 cm3 2500cm3 divided by 100 3 times 2500/100/100/100 = 0.0025L
25x4=100
None. A litre is a measure of volume, with dimensions [L3]. A kilometre is a measure of distance, with dimensions [L]. The two measure different things and basic dimensional analysis teaches that you cannot convert between measures with different dimensions such as these without additional information.
4 000, 4 000, 2 800, 2 800, 7 000, 7 000 are your answers... if each of those are lengths of a rectangluar prism, then the volume would be 78 400 000 000 units3
There are quite a few things you are missing here. firstly, you dont have shape or other dimensions to calculate volume. Secondly to convert volume to grams you need density. If I make two assumptions here, 1. that you mean millilitres, and 2 that the density is 1g/ml (i.e. water). Then 100 grams would be 100 millilitres.
Volume of prism: 100 times 12 = 1200 cubic units
It's the mass divided by its volume. The volume of a rectangular prism is length times width times height. So it would be 100 grams divided by the volume, and that volume = (L*W*H)
100*25 = 2,500 cubic inches
100*200*300 = 6,000,000 cubic cm
Volume of a pyramid = 1/3*base area*height Volume = 250,000 cubic mm
no it is not a triangular number
To find the capacity of a rectangular prism or box use the 'volume' technique by multiplying the Axh (l x w x h) Once an answer is found divide it by 100 3 times since the volume is cubic units to get litres eg1. 25cm(l) x10cm(w) x10(h) multiply 25x10x10 =2500 cm3 2500cm3 divided by 100 3 times 2500/100/100/100 = 0.0025L
No.
Of course, depending on the dimensions of the bottle: a bottle with a volume of 5-100 mL is considered small.
25x4=100
You need to know other dimensions before you can equate length and volume.
The question is mis-specified. You ask for the area but give the dimensions for volume.