Answered

Which list correctly orders A,B and C from least to greatest when A=-8,B= |-6|, and C=|11|
1.A,b,c
2.C,a,b
3.B,a,c
4.C,b,a
What is |9|?
a(-9
b(0
c(9
d(18
which set includes rational numbers but not natural numbers?
a. -6 2/3, -2, 5/11, 7/8
b. -5, -4, 4, 5
c. ¾, 4 5/6, 18/5, 8
d. 0, 1, 2, 3
noni is looking for the sum of a number, n, and 21. what is the sum noni is looking for if n = 8?
Which shows the list of numbers in order from least to greatest? |-4.2|, |-4/-5|, |-1|, -2, |3.5|

Answer :

As per the number theory, the order of least to greatest is option 1. A, B, C.

Numbers:

In math, number refers an arithmetic value used for representing the quantity and used in making calculations.

Given,

Here we have to find the orders A,B and C from least to greatest when the value of A=-8,B= |-6|, and C=|11|.

While we looking into the given question, we have identified that there is an absolute function in the given list,

That is

B = |-6|

C= |11|

We know that, in an absolute value that would remove any negative sign in front of a number, and to think of all numbers as positive.

So, the value of the given absolute value are written as,

B = 6

C = 11

Therefore, the order of the given sequence from least to greatest is

=> -8 < 6 < 11

Therefore, the correct option is (A).

To know more about Numbers here.

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