Which graph describes the open sentence –1 ≤ n + 2 ≤ 6?

A. Number line showing range from negative four to four. There are two rays on the graph. The first has a right end point with a closed dot at negative two with a ray pointing left past negative four. The second has a left end point with an open circle at three with a ray pointing right past four.

B. Number line -5 to +5 in single-integer increments - assessment graphic

C. Number line showing range from negative three to three The left end point is an open circle halfway between negative one and zero. There is a closed dot at three, and a ray points past three.

D. Number line showing range from negative eight to eight. There are two rays on the graph. The first has a right end point with an open circle halfway between negative six and negative four with a ray pointing left past negative eight. The second has a left end point with an open circle at four with a ray pointing right past eight.

Respuesta :

i just took the test and it is A

The value of n≥-3 and n≤4 describes the open sentence -1≤n+2≤6

What will be the range of n for  -1 ≤ n+2 ≤ 6 ?

If we follow the above condition for the different values of n

At value of n=-3 we will get n+2=-3+2=-1

similarly at n=-2 we will get n+2=-2+2=0

and at n=-1 we will get n+2=-1+2=1

all three (-1,0,1) follow the condition -1 ≤ n+2

Similarly at n=(0,1,2,3,4) condition n+2 ≤ 6  is followed

Hence value of n≥-3 and n≤4 describes the open sentence -1≤n+2≤6

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