POST UTME VERITAS UNIVERSITY 2025 Biology | Objective
Practice these randomly selected questions to test your readiness.
Question 1
In the context of the xylem transport system, what is the primary function of the tracheids?
Question 2
In the context of osmoregulation, what is the primary function of the hormone vasopres\sin in the kidneys?
Question 3
In the context of excretion, what is the primary function of the kidneys in maintaining acid-base balance?
Question 4
A researcher is studying the effect of temperature on the rate of a chemical reaction. The researcher measures the rate of the reaction at different temperatures and obtains the following data:
Question 5
A plant cell is placed in a solution with a high concentration of sucrose. What will happen to the cell's turgor pressure?
Question 6
In the context of eco\logy, what is the term for the process by which plants convert light energy into chemical energy?
Question 7
A diagram of the human brain is shown below. What is the function of the part labeled 'B'?
Question 8
A solution of glu\cose is placed in a dialysis bag and submerged in a solution of urea. What is the expected movement of water molecules?
Question 9
A researcher is studying the genetic variation in a population of Drosophila melanogaster. Which of the following genetic concepts would be most relevant to this study?
Question 10
A genetic cross between two organisms results in a 9:3:3:1 ratio of phenotypes. What is the genotype of the parents?
Question 11
A diagram of a neuron is shown below. What is the function of the structure labeled 'B'?
Question 12
A plant cell is placed in a solution with a high concentration of sucrose. What is the expected effect on the cell's turgor pressure?
Question 13
A plant with the genotype 'Rr' is crossed with a plant with the genotype 'RR'. What is the probability that the offspring will have the genotype 'Rr'?
Question 14
A diagram of the human eye is shown below. What is the function of the part labeled 'A'?
Question 15
A population of 1000 rabbits is introduced to a new island. The population grows according to the \logistic growth model \( \frac{dP}{dt} = rP \left\( 1 - \frac{P}{K} \right \), where \( r = 0.1 \) and \( K = 2000 \). Find the population size at time \( t = 10 \) years.
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