Home
Class 12
BIOLOGY
Direction : Carefully read the following...

Direction : Carefully read the following information to answer Q.no.1 and Q.no.2
An egg farmer is experimetnting with different feed rations with the aim of increasing his production whilst reducing the cost of the feed per egg produced. The data from two feeding experiments is given below.

What are the independent variable in each of the two experiments?

A

`{:("Experiment 1",,"Experiment 2"),("Maximum daily egg production",,"Maximum daily egg production"):}`

B

`{:("Experiment 1",,"Experiment 2"),("Protein concentration in the feed",,"Total vitamin level in the feed"):}`

C

`{:("Experiment 1",,"Experiment 2"),("Total vitamin level the in the feed",,"Protein concentration in feed"):}`

D

`{:("Experiment 1",,"Experiment 2"),("Cost of feed ration per egg produced",,"Cost of feed ration per egg produced"):}`

Text Solution

Verified by Experts

The correct Answer is:
B

Variable used to an experiment can be dependent variables or independent variables. The 'dependent variable' represents the output or effect, or is tested to see if it is the effect. The 'independent variable' represents the inputs or causes, or are tested to see if it is the cause. Here, in experiment 1 protein concentration in the feed is independent variable while in experiment 2, total vitamin level in the feed is independent variable.
Promotional Banner

Similar Questions

Explore conceptually related problems

Direction : Carefully read the following information to answer Q.no.1 and Q.no.2 An egg farmer is experimetnting with different feed rations with the aim of increasing his production whilst reducing the cost of the feed per egg produced. The data from two feeding experiments is given below. Which feed composition give the least cost per egg produced ?

A farmer mixes two brands P and Q of cattle feed. Brand P, costing Rs 250 per bag, contains 3 units of nutritional element A, 2.5 units of element B and 2 units of element C. Brand Q costing Rs 200 per bag, contains 1.5 units of nutritional element A, 1.25 units of element B, and 3 units of element C. The minimum requirements of nutrients A, B and Care 18 units, 45 units and 24 units respectively. Determine the number of bags of each brand which should be mixed in order to produce a mixture having a minimum cost per bag? What is the minimum cost of the mixture per bag?