Option D
- 4 < 6 inequality statement describes the two numbers on a number line
<u>Solution:</u>
Given, statement is "6 and a number 10 units to the left of 6"
We have to find which inequality statement describes the two numbers on a number line?
Now, we know that, as we move towards left on the number line, the value goes decreasing by 1 for every one unit.
So, a number 10 units to the left of 6 will be 6 – 10 = - 4
So, the two numbers are 6, -4 and we know that, - 4 < 6
Hence, option D is correct.
Hi, thank you for posting your question here at Brainly. This is a simple algebra problem. Through the distributive property, simply multiply -8 to each of the terms inside the parenthesis:
2(-8) - 9c(-8)
-16 + 72c
The answer is A.
Answer:28inches & 84inches
First, lets write an equation that fits the data given. The string is 112 inches long. When the two pieces are cut, the first piece will be three times as long as the second piece. If we use the variable, x, to represent the second piece, we can create the following equation...
112=3x+x
Now lets solve for x.
112=4x
divide both sides by 4
28 inches=x
Now we know that the second piece is 28inches long. Since the first piece is three times as long, simply multiply 28*3 and we'll know the length of the first piece.
28*3=84 inches
28+84=112
Use slip and slide method
x^2+13x-30
(x+15)(x-2)
(x+15/6)(x-2/6)
(x+5/2)(x-1/3)
(2x+5)(3x-1)
Final answer: (3x-1)
Answer: 240
180×100=18,000
18,000÷75=240
to check
.75×240=180
I hope this is good enough:
