Solution:
Using standard normal table,
between z = 0 and z = -2.01
P( -2.01 < z < 0)
= P(z <0 ) - P(z <-2.01 )
= 0.5000 - 0.0222
= 0.4778
Area = o.4778
between z = -2.18 and z = 1.34
= P(-2.18 < z < 1.34 )
= P(z <1.34 ) - P(z <-2.18 )
= 0.9099 - 0.0146
= 0.8953
Area = 0.8953
between z = .032 and z = 1.92
= P(0.032 < z < 1.92)
= P(z < 1.92 ) - P(z <0.032 )
= 0.9726 - 0.5128
= 0.4598
Area = 0.4598
between z = -2.42 and z = -1.77
= P-2.42( < z < -1.77)
= P(z <-1.77 ) - P(z <-2.42 )
= 0.0384 - 0.0078
= 0.0306
Area = 0.0306
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