To determine how many more miles Trey needs to run to complete the race, we first need to know the total distance of the race.
If we interpret "complete 14 of the race" as Trey being at the 14% mark of the race and having run 1.2 miles, we can calculate the total distance of the race by finding the distance equivalent to 14%.
Let \( x \) be the total distance of the race.
\[ 0.14x = 1.2 \]
To find \( x \), divide both sides by 0.14:
\[ x = \frac{1.2}{0.14} \approx 8.57 \]
Now that we have the approximate total distance of the race as 8.57 miles, we can find out how much more he needs to run.
To complete the race, he needs to run:
\[ 8.57 - 1.2 \approx 7.37 \]
It seems we've misunderstood the original question about how far he needs to run assuming 14 is something else. If 14 implies a total distance (either the wrong understanding of 14%), it doesn't directly help us here unless more clarification on the meaning of "14" in the race context.
If it's something completely different or some values error let's assume initial calculations were misunderstood and let’s analyze returned choices not previously highlighted with correct approaches.
Given Information:
- He has completed 14 of the percentage or some unit of the race.
- He has run 1.2 miles so far.
The right version calculation:
Assuming each percentage or part (if segmented by assumption assumptions have been received here, looking at the completion scale):
Assuming total distance is possibly 14 miles and current distances would clarify how further segmentation plan would work essentially. With 1.2 miles already run, we would calculate:
Total Race distance equals theoretical 14 miles: Miles left to run = Total Miles - Completed Miles
- Miles left: = 14 - 1.2 = 12.8 miles if typical direct till completion, renders for possibilities left yet conflicted with assumptions.
Returning Responses:
Responses do not seem to directly validify better overall completed question remains unclear without more strict definitions earlier of total countable completing wise without knowing more contextually on partial 14.
From what was needed miles ascertain possible responses upfront regarding differing options:
- 5.2 miles
- 3.6 miles
- 1.6 miles
- 0.3 miles
Conclusion - More Clarified Alternate Route:
If you're ask more direct linked between the finalized choices without treatment to race structure in line better probability questions justifying the completion linked indicate for this scenario; the calculated useful answer rendered through more strict understood paths can derive potentially more choices off any response if mistakenly counted thus far.
To estimate out between shared selections the closest direct clear choices are illustrated we must remain tightly bound off target dependencies on exact running provided details. From path sessions, if tertiary running might work substitutive range count choices suggestively; might need option tracing would need reassignment existence.
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