2003 in Base7. Page4

2003 in Base Seven

Can you find solutions different to the ones below?
Can you find solutions for numbers that we have not solved yet?
Read the E-mail submission instructions.

1-25

26-50

51-75

76-100

101-125

126-150

151-175

76 _ten =
77 _ten =
78 _ten =
79 _ten =
80 _ten=
81 _ten =
82 _ten =	5 + 5! - 61	Malcolm Findlay (S3)
83 _ten =	55 + 61	Elaine Paton (S3)
84 _ten =
85 _ten =	5! - 5 x (6 + 1)	Hamish Hepburn (S3)
86 _ten =
87 _ten =
88 _ten =
89 _ten =	5! - 5 x 6 - 1	Hamish Hepburn (S3)
90 _ten =	5! - 5 x 6 x 1	Hamish Hepburn (S3)
91 _ten =	5! - 5 x 6 + 1	Hamish Hepburn (S3)
92 _ten =
93 _ten =
94 _ten =
95 _ten =	5! - 5 x (6 - 1)	Hamish Hepburn (S3)
96 _ten=
97 _ten =
98 _ten =
99 _ten =	5! x 5 / 6 - 1	Hannah Bradley (S3)
100 _ten =	5! x 5 / 6 x 1	Hannah Bradley (S3)

Solutions 51 - 75

.....

Solutions 101 - 125