A) divide by 100. A meter is 100 centimeters so that’s how you can tell
Answer:
Y: tRNA
Z: DNA
Explanation:
This question involves two different nucleic acid molecules that are involved in protein production. Xavier used a chart to highlight the functions these nucleic acids perform during protein synthesis.
- Transfer RNA known as tRNA is a type of RNA molecule found in the ribosomes. It functions to read the mRNA codon and carry corresponding amino acid to the ribosomes for linking with one another. Based on this, "Y" on the chart is a tRNA molecule.
- Deoxyribonucleic acid, also known as DNA, is a molecule found in the NUCLEUS whose function is to store the genetic information in the cell. DNA carries the information needed for the synthesis of protein. Based on this, Z is a DNA molecule.
Explanation:
a material system in which mass or energy can be lost to or gained from the environment.
Hi! So, to solve this problem you first have to put the information in a ratio of volume to temperature. After that, i used a calculator to divide. The resulting number is the amount of heat energy in the beaker, but simplified.
You end up with Beaker B, A, C, D (from the least to greatest amount of heat energy). I hope this helps!! :))
The volume of gas is 62.2 L
The balance chemical equation is
2Al + 6 H+ → 2Al3+ + 3H2
n al/nH2 = 2/3
nH2 = 3/2 nAl
nAl = given mass / molar mass = 42/27 = 1.56 mol
nH2 = 3 × 1.56/2 = 2.34 mol
so, accordingly to ideal generation PV = nRT
V = nRT/P
T = 30 degree celsius = 303K
V = 62.2 L
The amount of occupied three-dimensional space is measured in volume. It is typically expressed quantitatively using SI-derived units (such the cubic meter and liter) as well as other imperial or US-standard units (such as the gallon, quart, cubic inch). By the definition of length, volume and length are connected (cubed). The volume of a container is commonly understood to be its carrying capacity, or the amount of fluid (liquid or gas) that it could hold, as opposed to how much actual space the container occupies.
In the past, standardized containers were used to calculate volume first, followed by naturally occurring vessels of a similar shape. A number of simple three-dimensional shapes have volumes that can be calculated using mathematical methods.
Learn more about volume here:
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