If a and b are intergers such that a+b<1000 and A/B=0.625.what is the greatest possible value of b? 1 `+ L# I* \2 D; D& u答案是608,我怎么算都是615.求助高人啊. + y, I" L5 u7 u& l8 d ! s; v; H4 m* x2 }* X9 f d: F& c7 u , n1 W8 u: r1 f0 t- A% p* L& H2 pHow amy positive intergers less than 1000 are mutiples of 5 and are equal to 3 times an even interger?
1.If a and b are intergers such that a+b<1000 and A/B=0.625.what is the greatest possible value of b? 5 k5 g+ U0 U5 j% Y( ^ p2 j6 L q2 j& q: G
1.625x<10005 j6 C/ A0 p5 R
x<615.358" z. U/ P6 T3 W
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0.625 = 5/8# j( |7 v1 s: M, ^# _ s# R5 Y: c; r
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x= multiple of 8 ' o7 I, C2 a) U4 o7 y2 G( q * L5 R+ o0 H1 k7 n" [# g7 kcount down 615 to find the nearest multiple of 8, then we got 608 6 P7 w9 j1 F0 f6 S. }1 M* M) F5 O% p+ Z# ]! @: B( b9 ~4 F
j [9 o/ P$ g. h% f/ q; A2.How amy positive intergers less than 1000 are mutiples of 5 and are equal to 3 times an even interger? 9 P# u: O' ?8 W- B/ c9 D1 q+ `, N" f- L
even no. = 2x . c1 ]' x4 e/ Q- l: D* [6 _& S' Y$ z. C4 ~& p' T; O5 K/ s1 w2 {
3*(2x)=6x" B6 E+ M1 k$ [' B/ _
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nos are multiple of 6 and 5 which is 30." s1 w. P6 b' X. j1 n% S
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1000/30 = 33