Answer:
most of the ATP from metabolism is produced in the - mitochondrial matrix.
Answer:
C.) B+I-D-E
Explanation:
The correct formula for population growth is the individuals added to the population via birth or immigration, minus the individuals removed from the population via death or emmigration. Therefore the answer is (B+I)-(D+E), or B+I-D-E
Answer:
Pros and Cons of Genetic Engineering
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.Getting Rid of All Illnesses in Young and Unborn Children.
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.Getting Rid of All Illnesses in Young and Unborn Children.Potential to Live Longer.
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.Getting Rid of All Illnesses in Young and Unborn Children.Potential to Live Longer.Produce New Foods.
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.Getting Rid of All Illnesses in Young and Unborn Children.Potential to Live Longer.Produce New Foods.Organisms Can be 'Tailor-Made'
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.Getting Rid of All Illnesses in Young and Unborn Children.Potential to Live Longer.Produce New Foods.Organisms Can be 'Tailor-Made'Faster Growth in Animals and Plants.
Pros and Cons of Genetic EngineeringTackling and Defeating Diseases.Getting Rid of All Illnesses in Young and Unborn Children.Potential to Live Longer.Produce New Foods.Organisms Can be 'Tailor-Made'Faster Growth in Animals and Plants.Pest and Disease Resistance
Answer:
The competition coefficient in the Lotka-Volterra competition model describes B. The effect of adding one individual of a species on the population growth rate of another species
Explanation:
The competition coefficient in the Lotka-Volterra competition model explains species competing for some common resource. It explains the effect of adding one individual of a species on the population growth rate of another species. <em>They will compete for food</em> with the colonies located near to them. When using equations for predation, the base population model is exponential.
