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3 years ago

What is the product P? A) Energy B) Glucose C) Hydrogen D) Nitrogen

Biology

2 answers:

Pachacha [2.7K]3 years ago

4 0

Answer:

Glucose is the product

Ksju [112]3 years ago

3 0

Answer:

B) Glucose

Explanation:

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Your unresponsive adult patient has a head injury and inadequate breathing. your? bag-valve-mask ventilations should be delivere

Kruka [31]

The best answer for this would be:

10-12 breaths per minute

The Bag Valve Mask Ventilation helps manage the basic airway management, which allows the patient to properly breathe in a more definitive way. Through this essential emergency skill, the patient can be able to breathe with its proper cycle.

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3 years ago

if there are 1000 units of energy avalaible at the producer level of energy pyramid, approximately how many units of energy are

iVinArrow [24]

Answer:

1 unit

Explanation:

Each tropic level gets 10% of the energy from the last level it consumed.

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3 years ago

Sporophytes are? a. Gametes b. zygotes c. haploid d. diploid

Readme [11.4K]

It's D.diploid
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3 years ago

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Natural slection is also known as what

alexgriva [62]

Answer: Natural selection is a process by which species of animals and plants that are best adapted to their environment survive and reproduce, while those that are less well adapted die out.

Explanation:

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3 years ago

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Using a geometric growth model to predict population growth, a population of 10 individuals at time zero with a finite growth ra

Grace [21]

Answer: Option E, in 12 years.

Explanation:

A geometric growth model is characterized by its finite growth rate, known as lambda. The size of the population after a unit of time has passed can be calculated using the last known size and lamba as:

$N_{t+1} = \lambda * N_t$

Starting from the initial value of population, the next one will be calculated multiplying by 1.4, and the next one multiplying again by 1.4, thus we can define a function that relates the time passed in year to the size of the population:

$N(t) = \lambda^{t} *N_0$

Substituting our values we get the function that defines the growth of our poupulation:

$N(t) = 1.4^{t} *10$

Then, we just have to clear the t that gives a population of 500:

$500 = 1.4^t*10, divide\ both\ sides\ by\ 10\\50 = 1.4^t, apply\ log_{1.4}(x)\ to\ both\ sides\\log_{1.4}(50)=t\\11.63=t$

Thus, at 12 years, the population will be greater than 500.

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3 years ago