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To explore the relationship between the two variables, it is useful to graph the data in a scatter plot and then draw a regression line. (a) First, place the labels for the dependent and independent variables on the appropriate axes. Explain your choices. (b) Now plot the data points for corn and velvet left using a different symbol for each set of data, and add a key for the two symbols. (For additional information about graphs, see the Scientific Skills Review in Appendix F.)

Short Answer

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  1. The concentration of carbon dioxide is the independent variable. The average dry mass of the corn and velvet plant is the dependent variable obtained concerning the carbon dioxide level.
  2. The graph is plotted for the velvet plant and the corn plant in a scattered plot.

Step by step solution

01

Interrelation between the crops and carbon dioxide level

Carbon dioxide is necessary for photosynthesis. The photosynthesis process increases the growth of the plants. It, in turn, increases the productivity of crops.

The carbon dioxide concentration determines the productivity of the crops, so it is an independent variable. The average dry mass is the productivity that is gained out of the carbon dioxide level.

02

Explanation for part “a”

The labeling is plotted on the x-axis, and the y-axis is made as a concentration of carbon dioxide and average dry mass, respectively. The average dry group is the dependent variable, and the carbon dioxide concentration is an independent variable.

03

Explanation for part “b”

The scattered plot with the given variable is plotted as follows. The velvet plant is represented with the circle. The square symbol represents the average dry mass of the corn plant with three different values.

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Most popular questions from this chapter

Explain why a poison that inhibits an enzyme of the Calvin cycle will also inhibit the light reactions.

Based on the data in the scatter plot, estimate the percentage change in dry mass of corn and velvetleaf plants if atmospheric CO2 concentration increased from 390 ppm(current levels) to 800 ppm. (a) What is the estimated dry mass of corn and velvetleaf plants at 390ppm? 800 ppm? (b) To calculate the percentage change in mass for each plant. Subtract the mass at 390 ppm from the mass at 800ppm(change in mass), divide by the mass at 390ppm (initial mass), and multiply by 100. What is the estimated percentage change in dry mass for corn? For velvet leaf? (C) Do these results support the conclusion from the other experiments that C3 plants grow better than C4 plants under increased CO2 concentration? Why or why not?

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