如图,在△ABC中,∠ACB=90°,AC=2.1cm,BC=2.8cm,CD⊥AB,垂足为D.求:
1.△ABC的面积S=AC*BC/2
=2.1*2.8/2
=2.94平方厘米
2.斜边AB的长=(AC^2+BC^2)^0.5
=(2.1^2+2.8^2)^0.5
=3.5厘米
3.斜边AB上的高CD=2*S/AB
=2*2.94/3.5
=1.68厘米
如图,在△ABC中,∠ACB=90°,AC=2.1cm,BC=2.8cm,CD⊥AB,垂足为D.求:
1.△ABC的面积S=AC*BC/2
=2.1*2.8/2
=2.94平方厘米
2.斜边AB的长=(AC^2+BC^2)^0.5
=(2.1^2+2.8^2)^0.5
=3.5厘米
3.斜边AB上的高CD=2*S/AB
=2*2.94/3.5
=1.68厘米