Answer:
- 1 cm to 40 m
- 1/40 cm to 1 m
Step-by-step explanation:
The problem statement isn't clear as to which unit is 1 in your unit rate. If it is 1 cm, you can find the unit rate by multiplying the reationship by 4:
... 4 × (1/4 cm to 10 m) = 1 cm to 40 m
If it is 1 m, you can find the unit rate by multiplying the relationship by 1/10:
... 1/10 × (1/4 cm to 10 m) = 1/40 cm to 1 m
_____
<em>Additional comment on the problem</em>
Ordinarily, drawing scales are expressed as a fraction. Here, that would be ...
(1/4×1/100 m)/(10 m) = 1/4000 . . . or . . . 1 : 4000
Answer:
In the context of the problem, $75,000 represents Carmela's initial salary.
Step-by-step explanation:
Her salary is modeled by the following function:
So
At any time we have a function modeled in this following recursive format:
We have that 
is the initial value of C.
For this problem, we have that C is Carmela's salary. So 
is Carmela's initial salary. This means that in the context of the problem, $75,000 represents Carmela's initial salary.
Answer:
y^2 +8y + 16
Step-by-step explanation:
6y^2 +2y +5 - (5y^2 -6y -11)
I distribute the minus sign
6y^2 +2y +5 - 5y^2 +6y +11
Then I put them vertical.
6y^2 +2y +5
-5y^2 +6y +11
------------------------
y^2 +8y + 16
This is in standard from since the exponential decreases.
