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Nitrogenfixing bacterium Rhizobiuminfects the roots of some plant species, forming a mutualism in which the bacterium provides nitrogen, and the plant provides carbohydrates. Scientists measured the 12-week growth of one such plant species (Acacia irrorata) when infected by six different Rhizobiumstrains.

(a) Graph the data. (b) Interpret your graph.

Rhizobium strain

1

2

3

4

5

6

Plant mass (g)

0.91

0.06

1.56

1.72

0.14

1.03

Short Answer

Expert verified

(a)The data between Rhizobium strain and plant mass can be graphed by:

(b) The given data shows that at different rhizobium strains, plant mass grows differently. This means rhizobium strain affect the mass of plant differently.

Step by step solution

01

 Step 1: Mutualism

Mutualism is the type of symbiotic association in which individuals such as microorganisms and plants interact with each other, and both get a survival advantage from each of them.

One of its examples is the association of Rhizobium bacteria and plants. Rhizobium bacteria provide nitrogen compounds to the plant, and in return, the plant provides food and shelter for the bacteria to survive.

02

Explanation for part (a)

The data can be graphed by:

03

Explanation for part (b)

The given shows Rhizobium strain on X-axis and plant mass on Y-axis. The data given in the graph indicates that some of the species of Rhizobium strain (like strain 4) are beneficial for the plant, as they show a positive effect on plant mass.

Some of the species of Rhizobium strain (like strain 2) are not beneficial for the plant, as they show a negative effect on plant mass.

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Most popular questions from this chapter

MAKE CONNECTIONS Review Figure 10.6. Then summarize the main steps by which cyanobacteria produce O2 and use CO2 to make organic compounds.

Describe two adaptations that enable prokaryotes to survive in environments too harsh for other organisms.

Suggest a hypothesis to explain why the thylakoid membranes of chloroplasts resemble those of cyanobacteria. Refer to Figures 6.18 and 26.21.

Figure 26.21

Figure 6.18

Photoautotrophs use

(A) light as an energy source and CO2 as a carbon source.

(B) light as an energy source and methane as a carbon source.

(C) N2 as an energy source and CO2 as a carbon source.

(D) CO2 as both an energy source and a carbon source.

The standard error (SE), which indicates how greatly the mean would likely vary if the experiment was repeated, is calculated as:\({\rm{SE}} = \,\frac{s}{{\sqrt n }}\).

As a rough rule of thumb, if an experiment were to be repeated, the new mean typically would lie within two standard errors of the original mean (that is, within the range of\(\overline x \, \pm \,2{\rm{SE}}\)). Calculate\(\overline x \, \pm \,2{\rm{SE}}\)for each treatment, determine whether these ranges overlap, and interpret your results.

Treatment

Dose (mg/kg)

Log of number

of colonies

Mean (\(\overline x \,\))

\({x_i}\, - \,\overline x \)

Standard deviation (s)

SE

Control

-

9.0,9.5,9.0,8.9

9.1

(-0.1), 0.4, (-0.1), (-0.2)

0.270

0.135

Vancomycin

1.0

8.5,8.4,8.2

8.36

0.14, 0.04, (-0.16)

0.152

0.087

5.0

5.3,5.9,4.7

5.3

0, 0.6, (-0.6)

0.6

0.346

Teixobactin

1.0

8.5,6.0,8.4,6.0

7.22

1.28, (-1.22), 1.18, (-1,22)

1.14

0.57

5.0

3.8,4.9,5.2,4.9

4.7

(-0.9), 0.2,0.5, 0.2

0.616

0.308

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