1.
1.1. , , , , . . .
- | 5:00 | 8:00 | |
- | 15:00 | 18:00 | |
- | 21:00 | 6:00 | |
- | 20:55 | 5:55 | |
- | 17:45 | 18:10 | |
- - | 19:45 | 6:30 | |
- | 22:30 | 7:00 | |
- | 23:10 | 7:30 |
:
:
/ | / | |||
00:00 | 00:00 | |||
( ) | ( ) |
1.2. . .
- | - | |||
3 000,00. | 1 500,00. | |||
3 500,00. | 2 500,00. | |||
2 200,00. | 1 200,00. | |||
2 000,00. | 1 000,00. | |||
2 000,00. | 1 550,00. | |||
2 500,00. | 1 750,00. | |||
0,00. | 200,00. | |||
0,00. | 200,00. |
:
:
- | - | - | |||
( ) |
1.3. c, , . , , .
|
|
:
: | - | - | |||||
- | 0,00. | 200,00. | 0,00. | 80 000,00. | |||
- | 2 200,00. | 1 200,00. | 660 000,00. | 480 000,00. | |||
- | 3 000,00. | 1 500,00. | 300 000,00. | 750 000,00. | |||
-- | 2 500,00. | 1 750,00. | 500 000,00. | 525 000,00. |
:
1. : []![- ]*[]![ ]
2. : []![- ]*[]![ ]
3. :
= Like ("*").
1.4. C , .
:
Sum.
3
3 , , -. 1 2. 4.
1: , 2. : ? Xo, Ko, N 1. , . -. mod, div, sqr, sqrt Turbo Pascal.
2 -
1
. | N | ||
-1 | |||
-2 | 2 | ||
sqrt() | 2* * | ||
(()div())3 | |||
(35)div() | |||
sqrt() | 2*(17)div(K) | ||
-2 | sqr() | 2*(17)div(K) | |
sqrt() | 4*(17)div(X) | ||
39mod() | |||
sqrt(4) | 39mod() | ||
39mod(2) | sqrt(4) | ||
-2 | (sqrt(4)+39mod(2))3 | ||
-2 | (sqrt()+39mod(2))3 | ||
sqrt() | *(17)div(X) | ||
+sqrt()*(17)div(X) | |||
10-sqrt()*(17)div(X) | |||
(10-sqrt(4)*(17)div(4))2 | |||
7div3 | 29mod4 | sqr(2) | |
7div3 | sqr(-2) | (29mod3+())2 | |
sqr(9div4) | sqrt(16) | (56div10)2 | |
sqr(9div4) | sqrt(96div10) | (56div10)2 | |
sqr(10mod4) | 96mod10 | (56mod10)2 | |
sqr(10mod4) | sqrt(99mod10) | (56mod10)2 | |
9mod4+sqrt(99mod10) | -1 | (56mod10)2 | |
9mod4+sqrt(99mod10) | -1 | (56mod10)2 - . | |
9mod4+sqrt(99mod10) | -1 | (+)2 - 1 | |
9div4+sqrt(99div10) | -1 | (+)2 - 40 | |
9div4+sqrt(99div10) | -1 | (+)2 |
:
|
|
, 1. : , =4, = -1, N=sqr(Ko)+. , .
1. =4; =4-1=3
2. =4+3=7; =2*3=6
3. N=(3)2+4=13 (.. sqr , )
4. <=13. (=7), X=7+6=13; K=2*6=12
5. <=13. (=13), X=13+12=25; K=2*12=24
6. <=13. (=25).
: =25, =24.
2: D, ? , 2, , . mod, div, sqr, sqrt Turbo Pascal.
:
F(A, B, C)
((A > B) (A > C))
F:= A
B > C
F:= B
F:= C
;
X:= Xo
Y:= Yo
Z:= Zo
D:= F(Y, X, Z)
D
2
Y | Zo | ||
57mod5 | |||
9div2 | sqrt(4) | 87mod10 | |
sqr(2) | 20div3 | 87mod10 | |
20div3 | sqr(2) | 57mod10 | |
9div4+sqrt(99div10) | sqr(2) | 57mod10 | |
sqr(2) | 9div4+sqrt(99div10) | sqrt(59mod10) | |
9div4+sqrt(99div10) | (56mod10)2 | sqr(57mod10) | |
9div4+sqrt(99div10) | sqr(57mod10) | (56mod10)2 | |
(9div4+sqrt(99div10))3 | (56mod10)2 | sqr(57mod10) | |
9div4+sqrt(99div10) | sqr(57mod10) | ||
9div4+sqr(93mod10) | sqr(57mod10) | ||
9div4+sqr(93mod10) | sqrt(116mod10) | ||
9div4+sqr(93mod10) | sqr(57div10) | ||
9mod4+sqr(93mod10) | sqr(57mod10) | ||
9mod4+sqr(93mod10) | 29mod4+5 | sqrt(69mod10) | |
9mod4+sqr(93mod9) | 29mod4+5 | sqrt(69mod6) | |
11mod2+sqr(93mod9) | sqrt(69mod6) | ||
sqrt(79mod7) | |||
sqr(93mod9)+1 | sqrt(69mod6) | ||
sqr(93mod9)+5 | sqrt(69mod6) | ||
sqr(93div9) | |||
sqr(93div9) | |||
sqr(93div9) | |||
sqr(6) | sqr(93div9)-20 | ||
19mod3+sqr(93mod10) | sqrt(49mod10) | ||
21mod5+sqr(93mod10) | sqrt(29mod10) |
:
D, , =sqrt(900/9)-5, Yo=6, Zo=4. , . mod, div, sqr, sqrt Turbo Pascal.
1.
2. : X=Xo=sqrt(900/9)-5, Y=Yo=6, Z=Zo=4
3.
4. D F
5. : A=6, B=5, C=8 (.. sqrt )
6. : ((A > B) (A > C)) F:= A
7. : ((6>5)(6>4)) F=6
8.
9. : D=6.
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