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liubo4ka [24]
3 years ago
7

The many volcanoes located along the edge of the Pacific Ocean make up the Ring of Fire. How does subduction play a role in the

volcanic activity in the Ring of Fire?
A)Most of the plate boundaries involve one plate sliding underneath another.
B)Most of the plate boundaries involve plates spreading apart, forming new ocean floor.
C)Most of the plates are stationary, capable only of forming hot spots.
D)Most of the plates rub horizontally against each other.
Biology
2 answers:
Juli2301 [7.4K]3 years ago
7 0
A. Subduction is when a plate tectonic is moved under another and its forced to sink into the mantle due to gravity.
kvv77 [185]3 years ago
7 0

A. Most of the plate boundaries involve one plate sliding underneath another.

Along the Ring of Fire, subduction causes one plate to slide beneath another. The bottom plate plunges into the mantle. Once in the mantle, the plate melts and can then rise up as a volcano.

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Putting all these information together and more, you will be able to write an essay on the person of Gregor Mendel.

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Explanation:

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How are two different species most likely to evolve from one ancestral species?
sukhopar [10]

Answer:

sexual selection in speciation.

Explanation:

Discussion of most topics within Evolutionary Biology begins with Darwin. Indeed, On The Origin of Species (1859) continues to influence much of modern Evolutionary Biology. Darwin viewed evolution by natural selection as a very gradual mechanism of change within populations, and postulated that new species could be the product of this very same process, but over even longer periods of time. This eventual process of speciation by natural selection is illustrated by a sketch drawn by Darwin in his personal notebook nearly 20 years before the Origin of Species was published. Here, he proposed a model whereby lineages form from their ancestors by evolving different characters over relatively long periods of time. Darwin indicated that species could form by the evolution of one species splitting into two, or via a population diverging from its extant ancestor to the point it was a new species. Darwin's insights into evolution were brilliant, especially in light of their being made in the absence of genetics. Indeed, ideas about heredity and the introduction of new genetic material via mutation were to come long after Darwin's founding theories of evolution.

Darwin’s famous sketch indicating that evolution within species may eventually give rise to entirely new ones.

The role of sexual selection in speciation.

A view that is becoming increasingly popular is that sexual selection, or selection related to variation in reproductive success, plays a role in speciation (Panhuis et al. 2001, Ritchie 2007). This model suggests that differential patterns of trait variation related to reproductive success within populations contribute to the reproductive isolation among populations. A compelling example is related to the explosive radiation of cichlid fishes in the African Rift Lakes, where populations with overlapping distributions are diverging as a function of the differential preference of male color in mate selection (Seehausen et al. 2008).

A current debate is whether sexual selection can lead to speciation in the absence of ecological divergence (van Doorn et al. 2009). Indeed, compelling examples that implicate an important role of sexual selection leading to new species sometimes also involve the evolution of different signals used in mate-selection among populations in different ecological contexts, such as light environment (Seehausen et al. 2008, Maan & Seehausen 2010). Here, signals used in mate-selection become adapted to new ecological environments where the transmission of these traits is more perceptible or audible in a new habitat.

Genetics/Genomics: New Directions with Genetics

Genetic studies have long-been at the forefront of speciation research (Coyne & Orr 2004). For example, studies examining the genetic basis of hybrid sterility and inviability have supported the existence of ‘Dobzhansky-Muller Incompatibities' and patterns predicted by ‘Haldane's Rule'. Recent advances in genomics now allow such studies to be taken to the genome-wide level, where biologists can examine hundreds of thousands of gene regions, rather than just a handful. To help understand this genome-wide variation, biologists have developed the metaphor of ‘genomic islands of divergence' (Turner et al. 2005). A genomic island is any gene region, be it a single nucleotide or an entire chromosome, which exhibits significantly greater differentiation than expected under neutrality (i.e., divergence by genetic drift alone). The metaphor thus draws parallels between genetic differentiation observed along a chromosome and the topography of oceanic islands and the contiguous sea floor through which they are connected. Following this metaphor, sea level represents the threshold above which observed differentiation is significantly greater than expected by neutral evolution alone. Thus, an island is composed of both directly selected and tightly linked loci. Major remaining questions concern the size, number and distribution (i.e., chromosomal location) of these genomic islands, and how variation in these factors affects the process of speciation. Clear answers to these questions will likely require experimental studies that measure selection at the genomic level to directly quantify how selection acts on the genome. Nevertheless, the integration of geographic, ecological, and new genomic approaches is likely to yield new insight into speciation over the coming decades.

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mixer [17]

The equation for density is:


D=\frac{m}{V}


where the mass is in grams and the volume is in cm^{3}.


We are given 4,000 kilograms, and we know that there are 1,000 grams in 1 kilogram, so we need to multiply to convert to grams:


4,000*1,000=4,000,000g


We are also given 0.5 m^{3}, and we need to convert to cm^{3}. We know that there are 100 cm in 1 m, and since we are talking about cubic volume, we must also raise 100 to the 3rd power: 100^{3}=1,000,000cm. So now we know that there are 1,000,000 cm^{3} in 1 m^{3}. We need to then multiply 1,000,000 cm by 0.5 in order to find the volume that was given in the question:


1,000,000*0.5=500,000cm^{3}


So now that we have the correct units, let's plug them into the equation:


D=\frac{4,000,000g}{500,000cm^{3}}


D=\frac{8g}{cm^{3}}


So now we know that the density is 8g/cubic centimeter.

3 0
3 years ago
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