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)
The result showed that group 5 (the group infected and treated with chloroquine) recorded the highest percentage suppression of 82.97% at the end of the experiment. Among the treated groups, the group given 200mg/ml of the ethanolic extract of the mushroom recorded the least percentage suppression of 69.87%. Comparatively, the hot water extract exerted a higher percentage suppression of 78.17% than the ethanolic extract which exerted 77.73% at 400mg/ml; thereby making the hot water extract more potent than the ethanolic extract (Table 4).
The result of parasitemia count and the percentage suppression exerted by the mushroom extracts on the mice after 48 hours. The result showed that group 5 (the group infected and treated with chloroquine) recorded the highest percentage suppression of 98.48% at end of the experiment. Among the treated groups, the group given 200mg/ml of the ethanolic extract of the mushroom recorded the least percentage suppression of 77.44%. Comparatively, the hot water extract exerted a higher percentage suppression of 93.60% than the ethanolic extract which exerted 84.18% at 400mg/ml; thereby making the hot water extract more potent than the ethanolic extract (Table 5).
The result of parasitemia count and the percentage suppression exerted by the mushroom extracts on the mice after 72 hours showed that group 5 (the group infected and treated with chloroquine) recorded the highest percentage suppression of 99.80% with only two parasites was seen on the smear at end of the experiment. Among the treated groups, the group given 200mg/ml of the ethanolic extract of the mushroom recorded the least percentage suppression of 80.16%. Comparatively, the hot water extract exerted a higher percentage suppression of 96.84% than the ethanolic extract which exerted 90.92% at 400mg/ml; thereby making the hot water extract more potent than the ethanolic extract (Table 6).
The result of parasitemia count and the percentage suppression exerted by the mushroom extracts on the mice after 96 hours showed that no parasite was seen at all for the group infected and treated with chloroquine. Among the treated groups, the group given 200mg/ml of the ethanolic extract of the mushroom recorded the least percentage suppression of 80.57%. Comparatively, the hot water extract exerted a higher percentage suppression of 99.64% than the ethanolic extract which exerted 96.90% at 400mg/ml; also making the hot water extract more potent than the ethanolic extract (Table 7).