how do you write 12 more than y
Solution A is highly concentrated than solution B.
In a chemical equilibrium represented by the reaction ( A \rightleftharpoons B ), the equilibrium constant ( K ) is defined as ( K = \frac{[B]}{[A]} ). If ( K > 1 ), this indicates that the concentration of product B is greater than that of reactant A at equilibrium, suggesting there is more B than A. Conversely, if ( K < 1 ), it suggests that A is favored, meaning there is more A than B at equilibrium.
If solute B is more soluble in water than solute A, then solute B should have a smaller Rf value than solute A. This is because solute B will travel less distance with the solvent front compared to solute A, resulting in a smaller Rf value for solute B.
Bacillus megaterium spores are typically thousands of times more resistant to harsh conditions compared to the vegetative state of Staphylococcus aureus. This increased resistance is due to the protective structures and dormancy of the spore form, allowing it to survive in unfavorable environments until conditions are more conducive for germination.
60 times :)
b/12-11=-5
Only if b is greater than 1 and less than 2 will 12b be greater than 12 and less than 24. If b is 1 or less, 12b will be less than or equal to 12 If b is 2 or more, 12b will be greater than or equal to 24.
You do not wright it, but write it as n + 6.
Let the numbers be represented by a and b with a < b. Then a = b.25/100 and b = a + 12 As a = b.25/100 then 100a = 25b : 4a = b As b = a + 12 then substituting for b gives, 4a = a + 12 : 3a = 12 : a = 4. If a = 4 then b = a + 12 = 4 + 12 = 16 The two numbers are 4 and 12.
It is: b-5
X<a x>b
if a is less than and not equal to b, it is written a < bIf a is less than or equal to b, it is written a ≤ b
-8<b<0
B = 12 + g b + g = 40 12 + g + g = 40 2 g = 28 g = 14 b = 26
25 + b
You can use arrows to show that one number is less than another: if a is less than b, you can symbolize that as a<b. If a is greater than b, you can write it as a>b.
More time than A, more than double the time of A and B working together.