1.23÷10 = 0.123 is a true statement
Given the expression 1.23÷10, we need to<u> check if the expression is equal to 0.123</u>
<h3>Fractions</h3>
Fractions is a ratio of two integers a/b
Given
Convert the decimal to a fraction as shown:
The expression becomes:
= 123/100 * 1/10
= 123/1000
Convert back to decimal
1.23÷10 = 0.123
This shows that 1.23÷10 = 0.123 is a true statement
Learn more on division here: brainly.com/question/12957834
For x = ay - bz:
Add bz to both sides:
ay = x + bz
Divide a on both sides:
y = (x + bz)/a
For xy + yz = 10:
Distribute y from the left side:
y * (x + z) = 10
Divide by x + z:
y = 10/(x + z)
For (ab - ac)/z = x:
Multiply by z on both sides:
ab - ac = xz
Take out a from the left side:
a * (b - c) = xz
Divide by b - c on both sides:
a = xz/(b - c)
The answer is C . -7r^2 + 12r -8
Let's say the number is 9. 10% of 9 is 0.9. Add that to 9 and you would get 9.9. 10% of 9.9 is 0.99. Subtract and you would get 8.91. Then you could do the rest.
10 people who build at the same rate can frame a house in 6 days. That means it will take one person 
days to finish the house.
Which means that it will take 4 people 
days to finish the house.
So, the fractional part of the house 4 people can frame in 3 days will be 
Thus, Option D is the correct answer.
