Solve the following inequality
for real
3(1-x) < 2(x+4)
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Use real number line to find the range of values of x for which :
(i) x>3 and 0<x<6.
(ii) x<0 and −3≤x<1.
(iii) −1<x≤6 and −2≤x≤3.
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Given: P={x:5<2x−1≤11,x∈R} and Q={x : −1≤3+4x<23,x∈I} where R = (real numbers), I = (integers)
Represent P and Q on the number line. Write down the elements of P∩Q.
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