Using an example like Christmas lights, I would say yes because normally a lot of them would go out if one light is broken.
<span>f(t) = 250g * 0.9524^t
Since we have a half-life of 14.2 days we want to find an X such that
X^14.2 = 0.5
We can do that easily using logarithms. Just take the logarithm of 0.5, divide by 14.2, and the get the anti-log. So
10^(log(0.5)/14.2) = 10^(-0.301029996/14.2) =10^(-0.021199295) = 0.952359031 = 0.9524
So the function now becomes
f(t) = 250g * 0.9524^t
Let's check the function with a few test points at t = 14.2 and t = 28.4 which should return a result of 125 and 62.5 grams respectively. It will actually return slightly larger values since the growth constant was rounded up. But should be close enough to verify the formula
f(14.2) = 250g * 0.9524^14.2 = 250 * 0.500305517 = 125.0763791
f(28.4) = 250g * 0.9524^28.4 = 250 * 0.25030561 = 62.57
As predicted, the values are close, but slightly high. To demonstrate the effects of the rounding, consider this function using 0.952359031 as the growth factor.
250g * 0.952359031^ 28.4 = 250 * 0.25 = 62.5</span>
The optimal temperature for an enzyme is the one at which the enzyme is the most active and productive.
At temperatures below the optimum temperature, the enzyme still catalyzes the reactions, but with decreased activity.
Even though the temperature increase increases the activity of the enzymes, temperatures that are greater than the optimum cause damage the enzyme strucutre, causing denaturation and loss of function
Answer:
La cantidad de energía disponible de una fuente de energía determinada se denomina recurso energético. La escasez de recursos energéticos (petróleo, carbón y madera) en algunas de las fuentes de energía más utilizadas plantear necesidad de usar otras fuentes investigar el modo más rentable de emplearlas
Explanation: