Use the given values of n = 1205 and p = 0.98 to find the minimum value that is not significantly low, $\mu - 2 \sigma ,$ and the maximum value that is not significantly high, $\mu + 2 \sigma$ Round your answer to the nearest hundredth unless
Otherwise noted.
A) Minimum: 1190.62 ; maximum: 1171.18
B) Minimum: 1171.18; maximum: 1190.62
C) Minimum: 1176.04; maximum: 1185.76
D) Minimum: 1174.03; maximum: 1187.77

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The Answer of Use the given values of n = 1205 and p = 0.98 to find the minimum value that is not significantly low, $\mu - 2 \sigma ,$ and the maximum value that is not significantly high, $\mu + 2 \sigma$ Round your answer to the nearest hundredth unless
Otherwise noted.
A) Minimum: 1190.62 ; maximum: 1171.18
B) Minimum: 1171.18; maximum: 1190.62
C) Minimum: 1176.04; maximum: 1185.76
D) Minimum: 1174.03; maximum: 1187.77

Use the Given Values of N = 1205 and P μ−2σ,\mu - 2 \sigma ,μ−2σ,

Use the Given Values of N = 1205 and P $\mu - 2 \sigma ,$