An ant is on top of a tree 23 meters tall, directly above her home, which is 0.3 meters below the ground. Which 2 of the following expressions represents the distance between the ant and her home? Choose 2 answers: A |23+0.3| B |0.3-23| c |-0.3-23|

Understand the problem: Understand the problem. The ant is on top of a tree that is 23 meters tall, and her home is 0.3 meters below the ground. We need to find the total distance from the ant to her home, which is the sum of the height of the tree and the depth of the home below the ground.Calculate total distance: Calculate the total distance. The total distance is the height of the tree plus the depth of the home below the ground. This is 23 meters + 0.3 meters = 23.3 meters.Determine correct expressions: Determine the correct expressions. The distance is a positive value, so we need to find the expressions that correctly calculate this positive distance.Evaluate the expressions: Evaluate the expressions given in the options. A. |23 + 0.3| = |23.3| = 23.3, which is the correct distance. B. |0.3 - 23| = |-22.7| = 22.7, which is not the correct distance. C. |-0.3 - 23| = |-23.3| = 23.3, which is the correct distance.

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An ant is on top of a tree 23 meters tall, directly above her home, which is 0.3 meters below the ground.
Which 2 of the following expressions represents the distance between the ant and her home?
Choose 2 answers:
A
|23+0.3|
B
|0.3-23|
c
|-0.3-23|

An ant is on top of a tree $23$ meters tall, directly above her home, which is $0$ . $3$ meters below the ground. $\newline$ Which $2$ of the following expressions represents the distance between the ant and her home? $\newline$ Choose $2$ answers: $\newline$ (A) $|23+0.3|$ $\newline$ (B) $|0.3-23|$ $\newline$ (C) $|-0.3-23|$

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Math Problems

Grade 7

Integer inequalities with absolute values

Full solution

Q. An ant is on top of a tree

23

meters tall, directly above her home, which is

0

3

meters below the ground.

\newline

Which

2

of the following expressions represents the distance between the ant and her home?

\newline

Choose

2

answers:

\newline

(A)

|23+0.3|

\newline

(B)

|0.3-23|

\newline

(C)

|-0.3-23|

Understand the problem: Understand the problem. The ant is on top of a tree that is $23$ meters tall, and her home is $0.3$ meters below the ground. We need to find the total distance from the ant to her home, which is the sum of the height of the tree and the depth of the home below the ground.
Calculate total distance: Calculate the total distance. The total distance is the height of the tree plus the depth of the home below the ground. This is $23$ meters + $0.3$ meters = $23.3$ meters.
Determine correct expressions: Determine the correct expressions. The distance is a positive value, so we need to find the expressions that correctly calculate this positive distance.
Evaluate the expressions: Evaluate the expressions given in the options. $\newline$ A. $|23 + 0.3| = |23.3| = 23.3$ , which is the correct distance. $\newline$ B. $|0.3 - 23| = |-22.7| = 22.7$ , which is not the correct distance. $\newline$ C. $|-0.3 - 23| = |-23.3| = 23.3$ , which is the correct distance.

More problems from Integer inequalities with absolute values

Question

Which of the following is a correct interpretation of the expression

-3-5

\newline

Choose

1

answer:

\newline

(A) Start at

5