A company believes that the average price of its new model is less than the claimed value of $11,500 (with a standard deviation of $700). A check of the sticker prices on 32 cars finds the average price is $11,200. At , test the belief .
Solution :
Solution :
= 11500
= 11200
= 700
n = 32
The null and alternative hypothesis is ,
H0 : = 11500
Ha : < 11500
This is the left tailed test .
Test statistic = z
= ( - ) / / n
= ( 11200 - 11500 ) / 700 / 32
= -2.42
The test statistic = -2.42
P-value = 0.0078
= 0.05
0.0078 < 0.05
P-value <
Reject the null hypothesis .
There is sufficient evidence to the test claim .
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