01fout ?
02\(\sqrt{16+\sqrt{16}}\: \approx \)
03\(\frac{x}{\sqrt x}+\sqrt x \)
04 √1 √2 √3 √4
05 \(\frac{x}{\sqrt x}+\frac{\sqrt x}{x}\)
06 drie gelijkheden ?
07 √x+√x+√x=√x.√x.√x
08 \(\sqrt{16^{\, 36}} \)
09 (√2)²  (√3)³  (√4)⁴  (√5)⁵
10 \(\frac {\sqrt 2}2.\frac{\sqrt 2}2+\frac{\sqrt 2}2+\frac{\sqrt 2}2 \)
11 a : √a
12 vreemde eend
13 \(\frac{\sqrt 2}{2}+\frac{1}{\sqrt 2}\)
14 welke correct ?
15 helft van √32
203e macht van
213e macht van
22()³  en  ()⁴
23delen_(1)
24delen_(2)
25helft van
26irr. vgl.
27juist?
28vkws.(36,64)
29vreemde eend in de bijt
30\(\frac{2\,+\,2\sqrt{5}}{2} \)
31\(\frac {12} {\sqrt {18}} \)
32\(\frac {2} {\sqrt 3 - 1} = \)
33 l a t e r
34\(4\sqrt{5}=\sqrt{n}\)   ⇒ n =
35\(\sqrt{3+\sqrt 5}\cdot \sqrt{3-\sqrt 5}\)>
36\(\sqrt{2+\sqrt{2+\sqrt{4}}}\)
37\(\frac{1}{1+\sqrt 2} - \frac{1}{1-\sqrt 2} \)
38\(\frac {\sqrt 5\,+\sqrt 3} {\sqrt 5\,-\sqrt 3}\)
39\(\frac {\sqrt 5\,+\,3} {\sqrt 5\,-\,3}\)
40\(\frac {\sqrt 7\,+\,3} {\sqrt 7\,-\,3}\)
41\( \frac{2\,+\,\sqrt{2}}{2\,-\,\sqrt{2}}\)
42\(\frac{(\sqrt{30}\,+\,10)^2}{2}\)
43\(\frac {3\,-\,\sqrt 2} {\sqrt2} \)
44\(\small \sqrt{1-\frac 14}.\sqrt{1-\frac 19}.\sqrt{1-\frac 1{16}} \)
45\((\sqrt 2 - \sqrt 3).(\sqrt 2 + \sqrt 3) \)
46\(\frac {\sqrt 2} {\frac 32} - \frac {\frac {\sqrt 2}{3}} {2} = \)
47\(\small \left ( \sqrt{10+\sqrt {75}} - \sqrt{10-\sqrt {75}}\, \right )^2 \)
48\(\sqrt 5 + \sqrt{45}=\sqrt n \)
49\(\frac {1} {\sqrt{\sqrt x}} \)
51irrationaal ?
52\((3\sqrt 5 - 4\sqrt 5).(3\sqrt 5 + 4\sqrt 5)\)
53\(\frac{\sqrt 2}{\sqrt 3}+\frac{1}{\sqrt 6}\)
5430 keer
55\(\frac{1}{\sqrt 2\,+\,1}+\frac{1}{\sqrt 3\: +\, \sqrt 2}\,+\,\frac{1}{2\,+\,\sqrt 3} \)
56
57
58( + 1 )⁴ + ( − 1 )⁴

60 product vkws
61 omgekeerde van 3 +
62 omgekeerde van − 2
63 omgekeerde van +
64 \( \frac{1}{1-\sqrt {2015}}+\frac{1}{1+\sqrt {2015}}\)
65 geheel getal ?
66 \(\frac{1}{\sqrt 2\: + 1}+\frac{1}{\sqrt 3 \: + \sqrt 2}+\frac{1}{2\,+\sqrt 3}\)
67
68 breuk met wortles
68 \(\small a=\!\frac{6}{\sqrt 3-3}\!-2\quad b=\!\frac{2\sqrt 3}{3-\sqrt 3}\quad c=\!\frac{1}{\sqrt 3 -1}\)
69\(\scriptsize\sqrt{3^{n-4}\!+3^{n-3}\!+3^{n-2}\!+3^{n-1}\!+3^{n}}=33\)


telling vanaf vr 13 sept 2013