The phrase "average slope for" is correct and usable in written English.
It can be used in contexts related to mathematics, physics, or any field where the concept of slope is relevant, typically when discussing rates of change or gradients.
Example: "To find the average slope for the given data points, we need to calculate the change in y over the change in x."
Alternatives: "mean gradient of" or "typical slope of".
Furthermore, in the United Kingdom, these percentages are quite constant along the investigated period for accidents and injuries (P nuig_j, average slope for both equal to −0.1%), while high variation was revealed for deaths (min = 17% and max =67%; average slope equal to −0.9%).
By contrast, the average slope for Rev-Erbα−/−Per1Brdm1 double mutants deviated significantly from 1 (Fig. 3F).
Only the average slope for the SSIIb gene (averaged over the six validated methods) was −3.64, which is slightly lower than the ENGL criteria (−3.1 to −3.6).
This gave an average slope for cooling and heating of −14.0, that is, a decrease or increase in Tc of 1 °C induced an increase or decrease in the QTcV interval of 14 ms.
The slopes of conformational heterogeneity (1 – S) versus temperature were significantly different (p=1 × 10 62, paired T-test) on either side of this transition range: the average slope for the low-temperature fit lines (2.5 × 10 4 K–1) was an order of magnitude smaller than for the high-temperature fit lines (2.6 × 10 3 K–10 3
Catchment slope was almost never provided so we calculated average slopes for each catchment based on the DEMs.
The average slopes for the two groups were similar, though the control group revealed a slightly steeper decrease.
The results show that the average slope of line for accidents occurred at junctions is positive for Italy, while it is negative for the Germany and United Kingdom.
Extending the model to allow for random slopes of (log) BDE-47 against time since birth (i.e., a different slope for each mother) yields an average slope of −3% per month, essentially the same as the fixed slope result, with little variation in individual slopes.
The relative activity of the mutants was obtained by determining the average slope of the aggregation curves obtained for the mutants and interpolating this number back into the standard curve to calculate the ratio of wt Spy: aldolase that would give with an activity comparable to the mutant.
From data, it emerges the high average slope of Germany, Italy, United Kingdom and France with respect to Spain, for which the average modelled slope of number of deaths is positive.
