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)
Bài 117 - Trang 51 - Ph n s h c SGK Toán 6 T p 2ầ ố ọ ậ
Bi t r ng 13,21 . 3 = 39,63 vàế ằ 39,63 : 5 = 7,926. Hãy tìm c a 13,21 vàủ c a 7,926ủ
mà không c n tính toán.ầ
H ng d n gi i.ướ ẫ ả
c a 13,21 b ngủ ằ = (13,21 . 3) : 5
V y theo đ u bàiậ ầ c a 13,21 b ng 7,926.ủ ằ
Ng c l i,ượ ạ c a 7,926 b ngủ ằ = .
V yậ c a 7,926 b ng 13,21.ủ ằ
Bài 118 - Trang 52 - Ph n s h c SGK Toán 6 T p 2ầ ố ọ ậ
Tu n có 21 viên bi. Tu n cho Dũngấ ấ s biố c a mình. H iủ ỏ
a) Dũng đ c Tu n cho bao nhiêu viên bi?ượ ấ
b) Tu n còn l i bao nhiêu viên bi?ấ ạ
H ng d n gi i.ướ ẫ ả
a) Dũng đ c Tu n cho 9 viên bi ượ ấ
b) Tu n còn l i 12 viên bi.ấ ạ
Bài 119 - Trang 52 - Ph n s h c SGK Toán 6 T p 2ầ ố ọ ậ
Đố: An nói: "L y m t ph n hai r i đem chia cho m t ph n hai s đ c k t qu là m tấ ộ ầ ồ ộ ầ ẽ ượ ế ả ộ
ph n hai" Đ em, b n An nói th có đúng không?ầ ố ạ ế
H ng d n gi iướ ẫ ả . An nói đúng.
Bài 120 - Trang 52 - Ph n s h c SGK Toán 6 T p 2ầ ố ọ ậ
S d ng máy tính b túi.ử ụ ỏ