@If angle x=34 and xz=12cm length xy is:
#tri2
6.7cm
9.9cm
8.1cm

@If xz=12cm and xy=6.7cm angle x is approximately:
#tri2
34
56
61

@If angle x=34 and xy=6.7cm the length of the hypotenuse is approximately:
#tri2
12.0cm
5.6cm
4.5cm

@Lengths xy=4, yz=3 and zx=5: Calculate angle x:
#tri2
36.9
53.1
48.6

@The lengths xy=4, yz=3 and zx=5. Calculate angle z:
#tri2
53.1
48.6
36.9

@The lengths yz=5, xy=12 and xz=13. Calculate angle y:
tri2
90
24.6
65.4

@If angle x=29 and length xz=24.75 find yz.
tri2
12.0
2178.6
21.7

@The Sin(x) is:
tri2
yz/xz
yz/xy
xy/xz

@The Cos(z) is:
#tri2
yz/xz
xy/xz
yz/xy

@If Angle x=52 and xz=7cm then yz=?
#tri2
5.52cm
4.31cm
8.88cm

@If angle x=52 and yz=5.52cm then length xz=?
#tri2
7.0cm
4.31cm
8.88cm

@If lengths xz=7cm and yz=5.52cm then angle x is:
#tri2
52
38
45

@If angle z=22 and length xy=9cm then xz is:
#tri2
24.03cm
9.71cm
22.28cm

@If length xz=24.03cm and angle z=22 then length xy is:
#tri2
9.0cm
19.7cm
22.3cm