Množenje i dijeljenje kvadratnih korijena

Korijeni u razlomku

<h4>1. Zagrijavanje:</h4> a)

\sqrt{§ § V 1 (36, 144, 36) § §} - \frac{1}{§ § V 2 (6, 30, 6) § §} + \frac{§ § V 3 (16, 80, 16) § §}{\sqrt{§ § V 4 (25, 100, 25) § §}}

Ovo je jednostavan zadatak koji uključuje korijene i razlomke. Ako imaš još nešto ili želiš dodatne zadatke, slobodno mi javi. <h4>2. Zbroji ili oduzmi sljedeće izraze s korijenima i razlomcima:</h4> a)

\sqrt{§ § V 13 (25, 100, 25) § §} + \frac{1}{§ § V 14 (2, 5, 1) § §} - \sqrt{§ § V 15 (9, 36, 9) § §}

b)

\frac{§ § V 16 (3, 15, 3) § §}{\sqrt{§ § V 17 (4, 16, 4) § §}} - \frac{1}{§ § V 18 (2, 10, 2) § §} + \sqrt{§ § V 19 (5, 20, 5) § §}

c)

\sqrt{§ § V 20 (16, 64, 16) § §} - \frac{1}{§ § V 21 (3, 15, 3) § §} + \frac{1}{§ § V 22 (2, 8, 2) § §}

d)

\frac{\sqrt{§ § V 23 (36, 144, 36) § §}}{§ § V 24 (2, 10, 2) § §} + \frac{1}{§ § V 25 (5, 25, 5) § §} - \sqrt{§ § V 26 (4, 16, 4) § §}

<h4>3. Zbroji ili oduzmi sljedeće izraze s korijenima i razlomcima:</h4> a)

\frac{§ § V 27 (3, 15, 3) § §}{\sqrt{§ § V 28 (9, 36, 9) § §}} + \sqrt{§ § V 29 (16, 64, 16) § §} - \frac{1}{§ § V 30 (2, 10, 2) § §}

b)

\sqrt{§ § V 31 (25, 100, 25) § §} - \frac{1}{§ § V 32 (2, 5, 1) § §} + \frac{1}{§ § V 33 (4, 16, 4) § §}

c)

\frac{\sqrt{§ § V 34 (36, 144, 36) § §}}{§ § V 35 (2, 10, 2) § §} + \sqrt{§ § V 36 (9, 36, 9) § §} - \frac{1}{§ § V 37 (5, 25, 5) § §}

d)

\sqrt{§ § V 38 (16, 64, 16) § §} - \frac{1}{§ § V 39 (3, 15, 3) § §} + \frac{1}{§ § V 40 (2, 8, 2) § §}

e)

\frac{1}{§ § V 41 (3, 12, 3) § §} - \sqrt{§ § V 42 (9, 36, 9) § §} + \frac{\sqrt{§ § V 43 (64, 256, 64) § §}}{§ § V 44 (2, 10, 2) § §}

<h4>4. Zbroji ili oduzmi sljedeće izraze s korijenima i razlomcima:</h4> a)

\frac{1}{§ § V 45 (4, 16, 4) § §} - \sqrt{§ § V 46 (25, 100, 25) § §} + \frac{\sqrt{§ § V 47 (81, 324, 81) § §}}{§ § V 48 (3, 12, 3) § §}

b)

\sqrt{§ § V 49 (36, 144, 36) § §} - \frac{1}{§ § V 50 (2, 8, 2) § §} + \frac{1}{§ § V 51 (5, 25, 5) § §}

c)

\frac{§ § V 52 (2, 10, 2) § §}{\sqrt{§ § V 53 (9, 36, 9) § §}} + \sqrt{§ § V 54 (16, 64, 16) § §} - \frac{1}{§ § V 55 (3, 15, 3) § §}

d)

\sqrt{§ § V 56 (16, 64, 16) § §} - \frac{1}{§ § V 57 (3, 12, 3) § §} + \frac{1}{§ § V 58 (2, 8, 2) § §}

e)

\frac{\sqrt{§ § V 59 (36, 144, 36) § §}}{§ § V 60 (2, 10, 2) § §} + \sqrt{§ § V 61 (9, 36, 9) § §} - \frac{1}{§ § V 62 (5, 25, 5) § §}

f)

\frac{1}{§ § V 63 (3, 15, 3) § §} - \sqrt{§ § V 64 (9, 36, 9) § §} + \frac{\sqrt{§ § V 65 (64, 256, 64) § §}}{§ § V 66 (2, 10, 2) § §}

g)

\sqrt{§ § V 67 (25, 100, 25) § §} + \frac{1}{§ § V 68 (2, 5, 1) § §} - \sqrt{§ § V 69 (9, 36, 9) § §}

h)

\frac{\sqrt{§ § V 70 (81, 324, 81) § §}}{§ § V 71 (2, 10, 2) § §} - \sqrt{§ § V 72 (36, 144, 36) § §} + \frac{1}{§ § V 73 (4, 16, 4) § §}

i)

\frac{1}{§ § V 74 (3, 12, 3) § §} - \sqrt{§ § V 75 (9, 36, 9) § §} + \frac{\sqrt{§ § V 76 (64, 256, 64) § §}}{§ § V 77 (2, 10, 2) § §}

j)

\sqrt{§ § V 78 (16, 64, 16) § §} - \frac{1}{§ § V 79 (3, 15, 3) § §} + \frac{1}{§ § V 80 (2, 8, 2) § §}

k)

\frac{\sqrt{§ § V 81 (36, 144, 36) § §}}{§ § V 82 (2, 10, 2) § §} + \sqrt{§ § V 83 (9, 36, 9) § §} - \frac{1}{§ § V 84 (5, 25, 5) § §}

l)

\frac{1}{§ § V 85 (3, 15, 3) § §} - \sqrt{§ § V 86 (9, 36, 9) § §} + \frac{\sqrt{§ § V 87 (64, 256, 64) § §}}{§ § V 88 (2, 10, 2) § §}

m)

\sqrt{§ § V 89 (25, 100, 25) § §} + \frac{1}{§ § V 90 (2, 5, 1) § §} - \sqrt{§ § V 91 (9, 36, 9) § §}

n)

\frac{\sqrt{§ § V 92 (81, 324, 81) § §}}{§ § V 93 (2, 10, 2) § §} - \sqrt{§ § V 94 (36, 144, 36) § §} + \frac{1}{§ § V 95 (4, 16, 4) § §}

o)

\frac{1}{§ § V 96 (3, 12, 3) § §} - \sqrt{§ § V 97 (9, 36, 9) § §} + \frac{\sqrt{§ § V 98 (64, 256, 64) § §}}{§ § V 99 (2, 10, 2) § §}

p)

\sqrt{§ § V 100 (16, 64, 16) § §} - \frac{1}{§ § V 101 (3, 15, 3) § §} + \frac{1}{§ § V 102 (2, 8, 2) § §}

q)

\frac{\sqrt{§ § V 103 (36, 144, 36) § §}}{§ § V 104 (2, 10, 2) § §} + \sqrt{§ § V 105 (9, 36, 9) § §} - \frac{1}{§ § V 106 (5, 25, 5) § §}

r)

\frac{1}{§ § V 107 (3, 15, 3) § §} - \sqrt{§ § V 108 (9, 36, 9) § §} + \frac{\sqrt{§ § V 109 (64, 256, 64) § §}}{§ § V 110 (2, 10, 2) § §}

s)

\sqrt{§ § V 111 (25, 100, 25) § §} + \frac{1}{§ § V 112 (2, 5, 1) § §} - \sqrt{§ § V 113 (9, 36, 9) § §}

t)

\frac{\sqrt{§ § V 114 (81, 324, 81) § §}}{§ § V 115 (2, 10, 2) § §} - \sqrt{§ § V 116 (36, 144, 36) § §} + \frac{1}{§ § V 117 (4, 16, 4) § §}

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