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Table 2 Plasma Glucose (mg/dl) and serum Albumin, Globulin, Total Protein (g/dl) of salt-loaded rabbits; treated with aqueous (B) and ethanol (C) extracts of Acalypha wilkesiana leaves, continuous salt loading (A), salt loaded and non-treated (D), non-loaded and non-treated (E) GROUPS DAY A (Cont.
Table 1 Serum Cholesterol, Triglycerides, HDL-Cholesterol, LDL-Cholesterol (mg/dl) of salt-loaded rabbits; treated with aqueous (B) and ethanol (C) extracts of Acalypha wilkesiana leaves, continuous salt loading (A), salt loaded and non-treated (D), non-loaded and non-treated (E) GROUP SERUM DAY A (Cont. Salt) B (Salt + Aq. Ext) C (Salt +Et.
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Let : is continuous at, left continuous at and exists, and is continuously differentiable at, and exist,.
Since, and are positive fuzzy numbers, from Theorem 2.1 we have that,, and,, are left continues and so from (3.17), we get that are left continuous as well.
(KM-4) is left continuous, for all.
Since, are left continuous from (3.17) and working inductively, we get that,, are also left continuous.
Define is continuous at each, left continuous at, exists,.
Let is continuous at and left continuous at, and exists,.
Since is left continuous, now we have (4.12).
Similarly, one proves that it is left continuous.
Now suppose that α is left continuous on ((0,1]).
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