In the figure, AB = AC and AP ⊥ BC. Then
AB = AP
AB < AP
AB > AP
AB AP
AP⊥BC ⟹△APB is a right-angled triangle. ⟹ AB is the hypotenuse and hence the longest side, which makes is greater than AP. ∴AB>AP
In the adjoining figure, AB=AC and AP⊥BC
Which of the following options is correct?
In the adjoining figure, when AB=AC and AP⊥BC, then AB>AP
In the figure, 2 AD = AB, P is the mid point of AB, Q is mid point of DR and PR∥BS. Then, DSRS=