A biomass pyramid represents the weight of food that is available in each level of a foodchain.
For example, a pyramid of numbers may look like this:
1 fox
4 rabbits
15 lettuces
However, some things are enormous, and are eaten by many smaller animals, leading to upside down pyramids.
2000 beetles
1 oak tree
So, a pyramid of biomass is used to show how big everything is, making this pyramid the right way up again.
1kg beetles
200kg oak tree!!!! A biomass pyramid represents the weight of food that is available in each level of a foodchain.
For example, a pyramid of numbers may look like this:
1 fox
4 rabbits
15 lettuces
However, some things are enormous, and are eaten by many smaller animals, leading to upside down pyramids.
2000 beetles
1 oak tree
So, a pyramid of biomass is used to show how big everything is, making this pyramid the right way up again.
1kg beetles
200kg oak tree!!!!
all the vitamins that we needed and what we should eat
More producers than primary consumers
a pyramid of mass is the amount of matters with in a substance and it contain about two of the previous level of a foodchain.A pyramid of mass represents the weight of food that is living in each level of a food chain
The mass of reactants is equal to mass of products.
Pyramid of Bio mass is a three dimensional structure, which represents theBIo-mass of a particular area. Pyramid of Bio mass and environmental issues, which are very closely interlinked, that it at a glance represents the biomass of Primary , secondary , tertiary consumer and producer.
This demonstrates the conservation of mass, as the total mass of the rock remains the same even though it has been weathered into smaller pieces.
5.9 Million tonnes
NO
By its sheer size. It demonstrates how a single man had absolute control over the resources of an entire kingdom.
5,0 million tons. Khufu's pyramid is estimated to be 5,9 million tons, the answer can be deduced from their relative volumes.
This scenario demonstrates the conservation of mass. Weathering breaks down the rock into smaller pieces, but the total mass of the smaller pieces remains equal to the original rock.
The density of a pyramid is calculated using the formula ( \text{Density} = \frac{\text{Mass}}{\text{Volume}} ). To find the volume of a pyramid, you can use the formula ( \text{Volume} = \frac{1}{3} \times \text{Base Area} \times \text{Height} ). Once you have the mass of the pyramid and its volume, you can substitute these values into the density formula.