tìm hai số tự nhiên a và b lớn hon 5 ( a<b) biết ƯCLN(a ; b) = 5 và BCNN( a ; b) =30. Tìm a,b
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CM
16 tháng 3 2019
a, M = {0;1;2;3;4;5;6;7}
M = {x ∈ N|x≤7}
b, P = {22;23;24;25;26}
P = {x ∈ N|21<x≤26}
N
1
HM
5
26 tháng 12 2014
a.b=ƯCLN(a,b).BCNN(a,b)
=> a.b=5.30=150
Vì ƯCLN(a,b)=5 nên a=5k
ƯCLN(k,q)=1
b=5q
a.b=150 => 5k.5q=150 => 5.5.k.q=150 => 25.k.q=150 => k.q=6
Vì a và b > 5 nên k và q >1 mà a<b => k<q
=> k=2 ; q=3
=> a=10 ; b=15
26 tháng 12 2014
30 = 2 x 3 x5 ta có :
2 x 3 = 6 ( loại vì ko chia hết 5 )
2 x 5 = 10 và 3 x 5 = 15
vì a < b nên a = 10 , b = 15
S
0
DT
0
8 tháng 12 2015
a) goi hai so la a ; b va a >b
vi UCLN(a,b)=18=>a=18k ; b=18q (trong do UCLN (k,q)=1 va k>q)
=>a+b=162
18k+18q =162
18(k+q)=162
k+q=9
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29 tháng 10 2016
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