PUTERI Quiz

9 questions

Show all answers

1.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Efectuând calculul $17^0+25^1-3^2\$ obținem:

16

20

17

19

2.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Soluția calculului $5^3$ este:

15

10

5

125

3.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Efecând calculul $5^{2^2}$ obținem:

625

25

20

100

4.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Calculând $13^2-200\div5^2$ obținem:

18

161

6

163

5.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Care din numerele următoare sunt pătrate perfecte $12^3;\ 115^2;\ 225;\ 3^4$ ?

$115^2;225$

$12^3;\ 225$

$115^2;\ 225;\ 3^4$

$115^2$

6.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Spuneți valoarea de adevăr a propoziției :numărul $308^2$ este pătrat perfect.

adevărat

fals

7.

MULTIPLE CHOICE QUESTION

15 mins • 1 pt

Spuneți valoarea de adevăr a propoziției: 1348 este pătrat perfect.

adevărat

fals

8.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Efectuînd calculul $144\div3^2\ -31^0$ obținem:

15

24

23

18

9.

MULTIPLE CHOICE QUESTION

5 mins • 1 pt

Efectuând $21^1+21^0-2^4$ obținem:

5

13

6

4

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PUTERI

Efectuând calculul 170+251−32 17^0+25^1-3^2\ 170+251−32 obținem:

Soluția calculului 535^353 este:

Efecând calculul 5225^{2^2}522 obținem:

Calculând 132−200÷5213^2-200\div5^2132−200÷52 obținem:

Care din numerele următoare sunt pătrate perfecte 123; 1152; 225; 3412^3;\ 115^2;\ 225;\ 3^4123; 1152; 225; 34 ?

Spuneți valoarea de adevăr a propoziției :numărul 3082308^23082 este pătrat perfect.

Spuneți valoarea de adevăr a propoziției: 1348 este pătrat perfect.

Efectuînd calculul 144÷32 −310144\div3^2\ -31^0144÷32 −310 obținem:

Efectuând 211+210−2421^1+21^0-2^4211+210−24 obținem:

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Efectuând calculul $17^0+25^1-3^2\$ obținem:

Soluția calculului $5^3$ este:

Efecând calculul $5^{2^2}$ obținem:

Calculând $13^2-200\div5^2$ obținem:

Care din numerele următoare sunt pătrate perfecte $12^3;\ 115^2;\ 225;\ 3^4$ ?

Spuneți valoarea de adevăr a propoziției :numărul $308^2$ este pătrat perfect.

Efectuînd calculul $144\div3^2\ -31^0$ obținem:

Efectuând $21^1+21^0-2^4$ obținem: