Given universal - left -6- -5displaystyle frac-3-4- -sqrt4- displaystyle -frac-3-5- displaystyle -frac-3-8- 0- displaystyle frac-4-5- 1- 1- displaystyle frac-2-3- sqrt8- 3-01- pi- 8-47right -From the given set- the of integers-left -6- -sqrt4- 0-1right -left -6- -sqrt4- 0-piright -left -sqrt4- 0-1right -Cannot be determined

Question

Toppr Admin · Accepted Answer

Set of integers is -x2212-6-x2212-2-0-1-As -x221A-4-2 therefore -x221A-4 also becomes an integer-other numbers of the given set are fractions hence not integers-xA0-Therefore the number which are integers are only -x2212-6-x2212-2-0-1

Given universal set $= {- 6, - 5 \frac{3}{4}, - \sqrt{4}, - \frac{3}{5}, - \frac{3}{8}, 0, \frac{4}{5}, 1, 1 \frac{2}{3}, \sqrt{8}, 3.01, π, 8.47}$
From the given set, find the set of integers.

${- 6, - \sqrt{4}, 0, 1}$
${- 6, - \sqrt{4}, 0, π}$
${- \sqrt{4}, 0, 1}$
Cannot be determined

Set of integers is ${- 6, - 2, 0, 1}$
As $\sqrt{4} = 2$ therefore $\sqrt{4}$ also becomes an integer.
other numbers of the given set are fractions hence not integers.
Therefore the number which are integers are only $- 6, - 2, 0, 1$

Given universal set ={−6,−534,−√4,−35,−38,0,45,1,123,√8,3.01,π,8.47}From the given set, find the set of integers.{−6,−√4,0,1}{−6,−√4,0,π}{−√4,0,1}Cannot be determined

Set of integers is {−6,−2,0,1}As √4=2 therefore √4 also becomes an integer.other numbers of the given set are fractions hence not integers. Therefore the number which are integers are only −6,−2,0,1

Given universal set $= {- 6, - 5 \frac{3}{4}, - \sqrt{4}, - \frac{3}{5}, - \frac{3}{8}, 0, \frac{4}{5}, 1, 1 \frac{2}{3}, \sqrt{8}, 3.01, π, 8.47}$
From the given set, find the set of integers.

${- 6, - \sqrt{4}, 0, 1}$
${- 6, - \sqrt{4}, 0, π}$
${- \sqrt{4}, 0, 1}$
Cannot be determined

Set of integers is ${- 6, - 2, 0, 1}$
As $\sqrt{4} = 2$ therefore $\sqrt{4}$ also becomes an integer.
other numbers of the given set are fractions hence not integers.
Therefore the number which are integers are only $- 6, - 2, 0, 1$