For the triangle PQS, centroid T is along the median QW. If TW= 10 find QT and QW
In a triangle, the centroid divides the median into two parts, with the longer part being twice as long as the shorter part. This means that QT is 1/3 of TW and QW is 2/3 of TW.
Since TW is given as 10, we can calculate QT and QW as follows:
QT = 1/3 * TW = 1/3 * 10 = <<1/3*10=3.33>>3.33
QW = 2/3 * TW = 2/3 * 10 = <<2/3*10=6.67>>6.67
Therefore, QT is approximately 3.33 and QW is approximately 6.67.