Data analysis Comparative analyses of fossil and extant vascular plants reveal that the maximum diameter for a tracheid is 80 µm. Vessels, however, can reach diameters of up to 500 µm in diameter. How much more water could the largest vessels transport compared with the largest trachelds In the same amount of lime? Your calculations are for an ideal situation. In the context of a growing plant, what other factors would affect the rate of transport through the tracheids and vessels?

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Answer 1

Textbook Question

Chapter 31, Problem 1DA

Data analysis Comparative analyses of fossil and extant vascular plants reveal that the maximum diameter for a tracheid is 80 µm. Vessels, however, can reach diameters of up to 500 µm in diameter. How much more water could the largest vessels transport compared with the largest trachelds In the same amount of lime? Your calculations are for an ideal situation. In the context of a growing plant, what other factors would affect the rate of transport through the tracheids and vessels?

Expert Solution & Answer

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

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Students have asked these similar questions

Figure 2 shows the cross-section of a eudicot root. i. Based on Figure 2, identify the structure that regulates the movement of water and minerals towards the xylem in the root. ii. Name structure of the cell membrane allows it to act as a selective barrier? iii. Predict what will happen to the transportation of water and minerals through the plasma membrane if the root was poisoned and no cellular respiration occurred

Please answer the second question

in plants , water is transported through vessels called xylem gravity and move water to their upper tissues ? The cohesiveness of water molecules allows them to travel up the walls of the vessel However , for most plants this is not enough to move the water all the way to the top of the plant How do plants overcome the force ANSWER CHOICES ARE IN THE PHOTO. thanks.

Answer 2

Textbook Question

Chapter 31, Problem 1DA

Data analysis Comparative analyses of fossil and extant vascular plants reveal that the maximum diameter for a tracheid is 80 µm. Vessels, however, can reach diameters of up to 500 µm in diameter. How much more water could the largest vessels transport compared with the largest trachelds In the same amount of lime? Your calculations are for an ideal situation. In the context of a growing plant, what other factors would affect the rate of transport through the tracheids and vessels?

Expert Solution & Answer

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

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Answer 3

Textbook Question

Chapter 31, Problem 1DA

Data analysis Comparative analyses of fossil and extant vascular plants reveal that the maximum diameter for a tracheid is 80 µm. Vessels, however, can reach diameters of up to 500 µm in diameter. How much more water could the largest vessels transport compared with the largest trachelds In the same amount of lime? Your calculations are for an ideal situation. In the context of a growing plant, what other factors would affect the rate of transport through the tracheids and vessels?

Expert Solution & Answer

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

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Answer 4

Textbook Question

Chapter 31, Problem 1DA

Data analysis Comparative analyses of fossil and extant vascular plants reveal that the maximum diameter for a tracheid is 80 µm. Vessels, however, can reach diameters of up to 500 µm in diameter. How much more water could the largest vessels transport compared with the largest trachelds In the same amount of lime? Your calculations are for an ideal situation. In the context of a growing plant, what other factors would affect the rate of transport through the tracheids and vessels?

Expert Solution & Answer

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

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Answer 5

Textbook Question

Answer 6

Textbook Question

Answer 7

Expert Solution & Answer

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

Answer 8

Expert Solution & Answer

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Summary Introduction

To determine: The quantitative statement about the relative amount of spore production of Cryptoporous volvatus per square centimeter in the two samples.

Introduction: Basidiocarp is the structure of the fungi, which contain spores and facilitate the dispersal of the spores on the suitable surface to reproduce. The aggregation of the mycelium hyphae or dikaryotic mycelium constitutes the formation of basidiocarp. The flat surface provides a better dispersal of the spores.

Answer 12

Explanation of Solution

Cryptoporous volvatus is the fungus that produces spores to produce the more daughter cells. The spores, which were produced between June 1 and September 1, under the fir tree, were collected in the stainless steel funnel to make a count for them. The funnel with a surface area of 1.1 cm² carried 1.31 × 10⁸ spores. Thus, the spores produced in an area of 1 cm are 1.2 × 10⁸ spores.

Another funnel with a surface area of 8.37 cm² contained 6.87 × 10⁹ spores. Thus, the total spores in the area of 1 cm are 8.2 × 10⁸ spores/cm². Hence, the quantitative analysis shows that spores that were produced in the funnel with a larger surface area contained approximately six times more spores than the funnel with a smaller surface area.

Answer 13

Ch. 31.1 - Prob. 1LO Ch. 31.1 - Prob. 2LO Ch. 31.2 - Prob. 1LO Ch. 31.2 - Compare cell division in fungi and higher...Ch. 31.2 - Prob. 3LO Ch. 31.2 - Prob. 4LO Ch. 31.3 - Prob. 1LO Ch. 31.3 - Prob. 2LO Ch. 31.3 - Compare and contrast arbuscular mycorrhizae and...Ch. 31.4 - Prob. 1LO

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