Question

Eight less than twice a number is less than 24

Answer 1

Explanation:

Let "x" be the number we are trying to find.

The statement "twice a number" can be represented as "2x."

"Eight less than twice a number" is "2x - 8."

The second part of the statement "is less than 24" can be represented as "< 24."

Putting it all together, we have the equation:

2x - 8 < 24

Now, to find the value of "x," we'll solve for it:

Add 8 to both sides of the inequality to isolate the "2x" term:

2x - 8 + 8 < 24 + 8

Simplifying:

2x < 32

Finally, divide both sides by 2 to solve for "x":

(2x) / 2 < 32 / 2

x < 16

So, the number "x" is less than 16.

Answer 2

Hello :)

Answer -

2g - 8 < 24

Step-by-step explanation -

Our task is to write "Eight less than twice a number is less than 24" as an expression.

I'll start by letting g represent the unknown number.

Then, twice g would be written as: 2g

8 less than 2g would be written as: 2g - 8

Less than 24: < 24

---------------------------------

Now let's take a moment to solve for 'g'.

First add 8 to both sides;

2g - 8 < 24

2g < 32

Then, divide both sides by 2:

g < 16

Therefore, g < 16.