624.....542
398.....399
830.....829
400 + 50 + 7.....457
700 + 35.....753
1000.....999
a. 2012 x 2011 - 2012 + 2013 x 999 + 2013
b. (191 x 5 - 109 x 5) + (624 : 4 - 296 : 4)
a. 2012 x ( 2011 - 1) + 2013 x ( 999 + 1 )
= 2012 x 2010 + 2013 x 1000
= 4044120 + 2013000
= 6057120
b. ( 191 - 109) x 5 + ( 624 - 296) : 4
= 82 x 5 + 328 : 4
= 410 + 82
= 492
b) = [5 x( 191 - 109 ) ] + [(624 - 296 ) : 4]
= (5 x 82) + (328 : 4)
= 410 + 82
= 492
tính bằng cách hợp lí:
a 17*42+67*58-50*28
b 3*35*8+4*37*6+2*38*12
c 9+99+999+...+[99..50 số 9...9]
(-624)-[(376+235)-35]=
b) (-624) – [ (376 + 235) – 35]
= -624-(376+235-35)
= -624-(376+200)
= -624-576= -1200
Cho A=7+7^3+7^5+.......................7^999
Chứng minh rằng A chia hết cho 35
A=7+7^3+7^5+..............+7^999
=[7+7^3]+[7^5+7^7]+..............+[7^997+7^999]
=7[1+7^2]+7^5[1+7^2]+..............+7^997[1+7^2]
=7[1+49]+7^5[1+49]+................7^997[1+49]
=7*50+7^5*50+...................+7^997*50
=350+7^4*7*50+.................+7^996*7*50
=350+7^4*350+................+7^996*350
=350[1+7^4+................+7^996]
vì 350 chia hết cho 35 nên A chia hết cho 35
\(_{^{ }^{ }^{ }^{ }^{ }^{ }^{ }^{ }^{ }\veebar\circledcircℕ^∗\Phi}\)
999/0.01*35-48*7*9*4*6/758-48+91/312
tính:
624-410+50=???
624-410+50
=214+50
=264
k mk nhé,ik mak
Tính nhanh 14^333*21^666*35^999/10^333*15^666*7^1998
cho tổng A=7+73+75+.....+7999
chứng minh A chia hết cho 35
\(A=7+7^3+7^5+...+7^{999}\)
\(A=\left(7+7^3\right)+7^4\left(7+7^3\right)+...+7^{996}\left(7+7^3\right)\)
\(A=350+7^4.350+...+7^{996}.350\)
\(A=350\left(1+7^4+...+7^{996}\right)\) chia hết cho 35
1 , Tìm X
A , ( 1000 - 333 × X ) × 1000 - 999 = 1
B , 75% × X = 1
2, Tính
A , M = 50% × 1 1/3 × 10 × 7/35
B , 40404/70707 + 244 × 395 - 151 / 244 + 395 × 243
C , ( 158 × 68 - 158 × 58 ) : 11 : 10