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According to question, (p+45)/26+(q+30)/22=13 (2p+90+3q+90)/52=13 2p+3q=676–180=496 … (iii) Also, (p+95)/22+(q+55)/26=19 (3p+285+2q+110)/52=19 3p+2q=988–395=593 … (iv) Solving equation (iii) and (iv), we get, p=113 and q=90 Therefore, required difference = 113 – 90 = 23
The perimeter of a rectangular field is 70 metres and its area is 100.5 m2 . What is the length of the diagonal of this field?
If each interior angle of a regular polygon is 135 degrees, then number of side of this polygon is
Angle bisectors of Q and R meet at point S, inside the triangle PQR. If angle QSR = 132˚ , then the measure of angle P is: