Women	Men
71	71
93	65
80	69
65	60
72	63
79	71
58	58
50	40
71	65
89	67
68	82
59	74
72	55
63	75
66	53
89	89
56	79
84	79
70	60
62	72
70	80
72	103
87	61
71	77
66	71
67	84
71	64
81	69
73	56
90	84
63	77
70	57
76	63
90	67
85	72
59	48
77	64
81	77
78	74
84	53
75	69
61	61
64	69
75	79
59	72
68	74
63	67
55	89
67	67
72	75
64	48
71	87
77	88
66	69
83	72
59	66
95	73
57	88
77	54
73	92
59	82
78	87
67	93
93	87
46	89
46	103
65	70
69	81
57	69
71	64
66	63
72	69
71	69
65	54
74	76
63	63
73	79
57	93
59	81
81	87
73	63
69	73
63	78
67	77
85	58
55	67
75	83
74	72
52	68
89	67
59	69
82	73
82	72
77	67
66	79
73	69
63	50
88	65
57	73
76	65
76	75
91	53
63	53
69	67
80	84
42	83
73	71
72	80
46	69
71	56
88	84
77	83
68	58
69	69
72	65
81	67
64	72
99	63
68	64
73	78
63	87
67	75
68	95
73	96
59	74
67	79
55	73
55	57
71	78
68	74
74	51
76	77
40	83
72	67
57	81
67	74
79	83
65	54
74	84
63	98
67	68
57	69
95	69
71	71
64	46
84	56
55	50
	67
	44
	81
	62
	74
	69

Let \"1 be the mean diastolic blood pressure for women and let p2 be the mean diastolic blood pressure for men. What are the null and alternative hypotheses? OA- H03F1'l'2 OB- Hnill1=l12 H13l11=ll2 H13ll1l12 OC- Hoill1l12 OD- Hnill1=l12 H13l11=ll2 H13ll1>l12 Calculate the test statistic. t= {Round to two decimal places as needed.) Find the Pvalue. Pvalue = (Round to three decimal places as needed.) Find the P-value. P-value = (Round to three decimal places as needed.) Make a conclusion about the null hypothesis and a final conclusion that addresses the original claim. Ho. There sufficient evidence to warrant rejection of the claim that women and men have the same mean diastolic blood pressure