"Medians" Example Sentences
1. The city installed medians on the busy road to improve pedestrian safety.
2. The medians on the highway help reduce head-on collisions.
3. The developer added landscaped medians to create a more attractive entrance to the community.
4. The traffic flow was disrupted due to the construction of new medians.
5. The city council debated whether or not to add medians to the road during rush hour.
6. The car hit the median and swerved into oncoming traffic.
7. The median salary for that job is $50,000 a year.
8. The study found that the medians of the data set were significantly different.
9. The median home price in the area increased by 10% last year.
10. The median age of the participants in the study was 45.
11. The medians of three numbers are equal to 10.
12. The test scores had a median of 75.
13. The median income in the area is above the national average.
14. The medians of the triangles in the figure intersect at one point.
15. The median lifespan for people with this disease is five years.
16. The median value for the dataset was calculated to be 20.
17. The housing prices in the area have been rising steadily for years, with the median home price near $500,000.
18. The median distance to the nearest supermarket is one mile.
19. The median voter theory posits that politicians will choose policies that appeal to the middle of the political spectrum.
20. The median height of the sample group was 5’8”.
21. The median household income in the United States is $68,703.
22. The median net worth of Americans aged 35-44 is $91,300.
23. The median score on the standardized test was 85.
24. The median time it takes to commute to work in the city is 30 minutes.
25. The medians are parallel to the base of the trapezoid.
26. The median of the first five even numbers is 4.
27. The median voter is often seen as the key demographic in political campaigns.
28. The median distance to the nearest hospital in this rural area is 20 miles.
29. The median height for women in the United States is 5’4”.
30. The median price for a gallon of gas in this area is $3.50.
Common Phases
1. The
medians of a triangle intersect at a point called the centroid;
2. The centroid is the center of balance of a triangle;
3. The
medians divide the triangle into six smaller triangles, each with the same area;
4. The length of a median can be calculated using the formula (1/2)√[2(b² + c²) - a²] where a, b, and c are the sides of the triangle;
5. The
medians of an equilateral triangle are equal in length and intersect at the centroid;
6. The
medians of a right-angled triangle intersect at a point that is two-thirds of the way from the right angle to the hypotenuse.