Answer:
Conclusion from the given data:
a(x) = 2x - 4b(x) = x + 2
Next, we will review each option
First option
Second option

Third option

= x - 6
Fourth option 

= 3x - 2
From the above evaluations, only option A results in a quadratic function
one must evaluate 12 minus 5B9 as the base and remember to include the integer
Answer: The other two observations are 97 and 107.
Explanation:
We know that
Mean = 100
Mode = 98
Range = 10
And from the formula,
Range = Highest - Lowest.
Let’s set the highest observation as x and the lowest as y.
Thus, we have the equation x - y = 10 (equation 1).
The observations can be represented as:
x, 98, 98, y.
Using the mean formula yields:
Mean =
.
This means our second equation is:
x + y = 204.
By applying the elimination method to solve these linear equations, we find:
x = 97.
and
.
Therefore, the other two observations are 97 and 107.
The question seems to require answer choices, which are provided below:
a) sqrt(1 - x^2)
<span>b) x / sqrt(1 - x^2)</span>
<span>c) sqrt(1 - x^2) / x</span>
<span>d) 1 / sqrt(1 - x^2)
</span>
The correct selection is <span>c) sqrt(1 - x^2) / x</span>.
This is because cos u equals sqrt(1 - sin² u), which is sqrt(1 - x²), and cot u is defined as cos u divided by sin u.
Answer:
The total is $4400.
Step-by-step explanation:
A certain company has $90,000 in accounts receivable that are outstanding.
It is estimated that 4% of these receivables will not be collectible.
This 4% translates to:
dollars
The current balance in the allowance for doubtful accounts stands at an $800 credit.
Consequently, the final calculation amounts to =
dollars
The journal entry to adjust the allowance account requires a debit to Bad Debts Expense for: $4400.