The formula for aerobic respiration in animals can be shown by the equation below. A glucose molecule is broken down by enzymes in the presence of oxygen to make carbon dioxide, water, and ATPs. Carbon IV oxide is expelled by the lungs.
C₆H₁₂O₆ + 6O₂ --> 6CO₂ + 6H₂O + 38 ATP
This process occurs in two stages. Glycolysis (that does not require oxygen) occurs in the cytoplasm of cells. The products of the glucose breakdown in this stage is pyruvate, CO₂ and 2 net ATPs. The pyruvate is then converted to acetyl-CoA that enters the second stage called Citric/Krebs cycle. This second stage happens in the mitochondria. The products are CO₂, H₂O and 34 ATPs
Learn More:
For more on cellular respiration check out;
brainly.com/question/6500923
brainly.com/question/1404493
#LearnWithBrainly
Answer:
organ systems are the highest level of cellular organization
Answer:
The correct answer is option B and F.
Explanation:
The modern system of classification has different taxa or groups. The higher taxa in the modern classification are domain and lower taxa to this are kingdom taxa which is highest in general classification.
There are three domains in the modern system of classification which are Archaea, eukarya, and bacteria. The kingdom is six in the numbers are animalia, fungi, plantae, protista, eubacteria, and archaebacteria.
Thus, the correct answer is option B and F.
Product differentiation is a marketing strategy that strives to distinguish a company's products or services from the competition. Successful product differentiation involves identifying and communicating the unique qualities of a company's offerings while highlighting the distinct differences between those offerings and others on the market. Product differentiation goes hand-in-hand with developing a strong value proposition to make a product or service attractive to a target market or audience.
Answer:
The carrying capacity is different for each species in a habitat because of that species’ particular food, shelter, and social requirements. carrying capacity; exponential versus logistic population growth In an ideal environment (one that has no limiting factors) populations grow at an exponential rate.