Question

X 2 ; -3; 1,5 ; 1/3 ; -0,1; x/(x+1)Заполнить таблицу

Answer 1

Ответ:

Пошаговое объяснение:

у= х/(х+1)

х=2;  у = 2/3

х= 3; у= - 3/2

х=1,5; у = 0,6

х= 1/3; у = 1/4

х = -0,1;  у = - 1/9

Answer 2

если х=2, то 2/(2+1) = 2/3

если х=-3, то -3/(-3+1) = -3/(-2) = 1,5

если х=1,5, то 1,5/(1,5+1) = 1,5/2,5 = 15/25 = 3/5 = 0,6

если х=1/3, то 1/3 : (1/3+1) = 1/3 : (4/3) = 1/3 * 3/4 = 1/4 = 0,25

если х=-0,1, то -0,1/ (-0,1+1) = 0,1/0,9 = 1/9

Answer 3

To fill the table with the given values and the expression "x/(x+1)", you need to substitute each value into the expression and calculate the result. Here's the completed table:

x	x/(x+1)
2	2/3
-3	-3/(-2)
1.5	1.5/2.5
1/3	(1/3)/(4/3)
-0.1	-0.1/0.9

Here are the calculations for each row:

1. For x = 2: x/(x+1) = 2/(2+1) = 2/3

2. For x = -3: x/(x+1) = -3/(-3+1) = -3/(-2) = 3/2

3. For x = 1.5: x/(x+1) = 1.5/(1.5+1) = 1.5/2.5 = 3/5

4. For x = 1/3: x/(x+1) = (1/3)/((1/3)+1) = (1/3)/(4/3) = 1/4

5. For x = -0.1: x/(x+1) = -0.1/(-0.1+1) = -0.1/0.9

Please note that for x = -3, the expression simplifies to 3/2 instead of -3/2 since the negative signs cancel out.