Question

In a forest there are trees with an average density of 5 trees per 100 yd2. Assume that the tree trunks are perfect disks with a radius of 1 foot. (1yd = 3ft.) We are standing 100 yd from the edge of the forest and we shoot a bullet towards the edge. What is the probability that we will hit one of the trees? (We will disregard the problem that trees might ‘overlap’ in that model. The bullet can be considered as a point, and its path is a straight line.)

In a forest there are trees with an average density of 5 trees per 100 yd2. Assume that the perfect disks with a radius of 1 foot. (lyd = 3ft.) We are standing 100 yd from the edge of the forest and we shoot a bullet towards the edge. What is the probability tree trunks are that we will hit one of the trees? (We will disregard the problem that trees might 'overlap' in that model. The bullet can be considered as a point, and its path is a straight line.)

thanks

Answer 1

CLASSTIME Page No. Date 1 Hoot 2. a tice Ti 1 a oasidu is So total tuccs in heu ae Caveud by uces Cura 2 57 100 Atd 1 900 s Laveid ycl aua So 900 Lee Lutes in Arca lovud hy TolAl tce Pesh So Ara 5 T Jajou