As k₁ = k₂ = k₃, the table represents a <em>linear</em> relation whose constant of variation is - 4.
<h3>Does the table represent a linear relation?</h3>
A table between two variables represents a <em>linear</em> relation if and only if every pair of values (x, y) have the same constant:
k = y/x (1)
Now we proceed to check the existence of the constant of variation:
k₁ = 8/(- 2) = - 4
k₂ = (- 16)/4 = - 4
k₃ = (- 36)/9 = - 4
As k₁ = k₂ = k₃, the table represents a <em>linear</em> relation whose constant of variation is - 4.
To learn more on linear relations: brainly.com/question/19586594
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Answer:
now multiply
Step-by-step explanation:
now multiply properly
6x³(2x²) -12x² (2x²) +18x (2x²) -24 (2x²)
30% of $350.00 = $105
12*$24.50= $294.00
Josh will pay a total of ($105 + $294) =$399 for the bicycle.
$399.00 - $350.00 = $49.
Since the Bicycle is $350.00 we subtract that amount from his total payments ($399.00) and discover the difference of $49. So, his total finance charge is $49.
We can also break down the finance charge to 12 payments by dividing $49/12 = Josh pays $4.08 each payment (month) if these payments are monthly.
You can also deduct the $4.08 from the $24.50 and it will show his payments are $20.42 without finance charges.
8x+20 by multiplying 4 to 2x and 5 :)) hope this help!!!
Answer:
It is A. 40%
Step-by-step explanation: