androl wrote:androl wrote:35 = 4! * (ld(sqrt(4)) + exp(-ln(sqrt(4)))) - ld(sqrt(4))
37 = 4! * (ld(sqrt(4)) + exp(-ln(sqrt(4)))) + ld(sqrt(4))
lazza wrote:39 = 4! + (4 x 4) - ld(sqrt4)
41 = 44 - sqrt4 - ld(sqrt4)
108 = 4 * (4! + ld(4+4))
Thank you for findin the mising answers.....
Here goes an updated summary:
0= 4-4+4-4
1= 4/4+4-4
2= 4/4+4/4
3= ( 4 x 4 - 4) : 4
4= (4-4)x4+4
5= (4x4+4):4
6= (4+4)/4+4
7= 44/4-4
8= 4+4+4-4
9= 4+4+(4/4)
10= (44-4)/4
11= 44/Sqrt(4*4)
12= (44+4)/4
13= 4!/sqrt4 + 4/4
14= 4 + 4 + 4 + sqrt4
15= (4 x 4) - (4/4)
16= (4 x 4) + 4 - 4
17= ( 4 x 4 ) + ( 4/4 )
18= 4 x 4 + 4 - sqr4
19= 4!-4 - (4/4)
20= 4*(4+(4/4))
21= (44 - sqrt4)/sqrt4
22= 4 x 4 + 4 + sqrt4
23= (44 + sqrt4) / sqrt4
24= 4! + (4-4)/4
25= 4! + (sqrt4 + sqrt4)/4
26= 4! + ((4 + 4)/4)
27= 4! + (4- (4/4))
28= 44 - (4 x 4)
29= 4! + 4 + 4/4
30= 4 x (4+4) - sqrt4
31= 4! + 4 + ld(4+4)
32= 4*4+4*4
33= Sqrt(4)^(ld(Sqrt(4))+4) + ld(sqrt(4))=4*(4+4)+ld(sqrt(4))
34= 4!+4+4+SQRT(4)
35= 4! * (ld(sqrt(4)) + exp(-ln(sqrt(4)))) - ld(sqrt(4))
36= 4! + 4 x 4 - 4
37= 4! * (ld(sqrt(4)) + exp(-ln(sqrt(4)))) + ld(sqrt(4))
38= 4!+4x4-SQRT(4)
39= 4! + (4 x 4) - ld(sqrt4)
40= 4*(4+4+sqrt4)
41= 44 - sqrt4 - ld(sqrt4)
42= 44 - 4 + sqrt4 or = 4! + 4! - 4 - sqrt4
43= 44-4/4
44= 4!+4!-SRQT4-SRQT4 = 44-4+4
45= 44+4/4
46= 4!+4!-4+SQRT4
47= 4! + 4! - (4/4)
48= 4! + 4! + 4 - 4
49= 4! * Sqrt(4) + 4/4
50= 44 + 4 + sqrt4
51= 4! * Sqrt(4) + ld(4+4)
52= Sqrt(4)*(4!+4/Sqrt(4))=4*4!-44
53= 4! + 4! + 4 + ld(sqrt4)
54= (4 + sqrt4)^4 / 4!
55= 44*(ld(sqrt(4))+exp(-ln(4)))
56= 4!*SQRT4+4+4
57= (4 - ld(sqrt4))^4 - 4!
58= ((4 + ld(sqrt4))! / sqrt4) - sqrt4
59= ((4 + ld(sqrt4))! / sqrt4) - ld(sqrt4)
60= (4^4)/4-4
61= (4 + ld(sqrt(4)))! / sqrt(4) + ld(sqrt(4))
62= (4 + ld(sqrt(4)))! / sqrt(4) + sqrt(4)
63= (4^4 - 4)/4
64= 4!*SQRT4+4*4
65= ((4!!)^(sqrt(4))) + 4/4=(4^4+4)/4
66= 44*(ld(sqrt(4))+exp(-ln(sqrt(4))))=(4^4)/4+2
67= 44 + 4! - ld(sqrt4)
68= 4!*ld(4+4)-4=(4^4)/4+4
69= 44 + 4! + ld(sqrt4)
70= 4! x ld(4+4) - sqrt(4)=binomial(4+4,sqrt(4*4))
71= (4! * ld(4+4)) - ld(sqrt4)
72= [(4*4)+sqrt(4)] * 4
73= 4!*ld(4+4)+ld(SQRT4)
74= 4!*ld(4+4)+SQRT4
75= (4! + ld(sqrt4)) * ld(4+4)
76= 4!*ld(4+4)+4
77= 44 * (sqrt4 - exp(-ln4))
78= (4! + sqrt4) * (sqrt4 + ld(sqrt4))
79= 4 x (4! - 4) - ld(sqrt(4))
80= 4!*4-4*4 = (44-4)*sqrt(4)
81= 4 x (4! - 4) + ld(sqrt(4)) = (4-4/4)^4
82= (4+4)!/2-SQRT4
83= ld(4+4)^4+sqrt(4)
84= 44*sqrt(4)-4
85= ld(4+4)^4+4
86= 44*sqrt(4)-sqrt(4)
87= (44 * sqrt4) - ld(sqrt4)
88= 4!*4-4-4 = 44+44
89= ((4! - sqrt4) * 4) + ld(sqrt4)
90= 4!*4-4-SQRT4
91= 4!*4-4-ld(SQRT4)
92= 4!*4-SQRT4-SQRT4 = 44+4!+4!
93= 4!*4-ld(4+4)
94= 4!*4+SQRT4-4
95= 4!*4-SQRT4+ld(SQRT4)
96= 4!*4-4+4
97= 4!*4+SQRT4-ld(SQRT4)
98= 4!*4-SQRT4+4
99= 4!*4+ld(4+4)
100=4!*4+SQRT4+SQRT4
101=4!*4+4+ld(SQRT4)
102=4!*4+SQRT4+4
103=((4! + sqrt4) * 4) - ld(sqrt4)
104=(4 + ld(sqrt4))! - (4 * 4)
105=(4! + sqrt4) * 4 + ld(sqrt4)
106=(4!+SQRT4)*4+SQRT4
107=
108=4 * (4! + ld(4+4))
109=(44-.4)/.4
110=(4! + 4! - 4) / .4
111=444/4
112=4!*4+4*4
113=(4!+4)*4+ld(sqrt(4))
114=44/.4 + 4
115=(44 + sqrt4)/.4
116=((4!+4!)/.4)-4
117=(4 + ld(sqrt4))! - ld(4 + sqrt4)
Loks like the only one missing now is 107