Answer:
1. It's value in 2009 was $16,462.575
2. It's value in 2020 will be $3,558.
Step-by-step explanation:
The equation for the value of car after t years has the following format.
In which V(t) is the value after t years, V(0) is the initial value and r is the ratio of depreciation.
In this problem, we have that:
So
1. What was its value in 2009
2009 is 3 years after 2006, so this is V(3)
It's value in 2009 was $16,462.575
2.What will be its value in 2020?
2020 is 14 years after 2006, so this is V14)
It's value in 2020 will be $3,558.
Answer:
.6
Step-by-step explanation:
105 or D divided by 175 meters per second or T equals .6
105÷175=.6
Answer:
1: B. 2: 6n^6+9n^5+4n^2-4n. 3: D. 4: 6b^2-15b-9. 5: 48x^2-4x-4
Step-by-step explanation:
1.
A trinomial is a polynomial with three terms. The expression 7v^2 +2v +2 has 3 terms.
2.
A polynomial in standard form has its powers listed from highest power to lowest power. The terms are 6n^6, 4n^2, 9n^5, and -4n. Remove the bottom numbers to find 6, 2, 5, and 1. Next, put them in order. 6, 5, 3, 1. Then, re-add the bottom numbers. 6n^6+9n^5+4n^2-4n.
3. A sixth degree polynomial is one with a sixth degree power. So, the answer is either C or D. Next, let's look at the terms. The expression here has 4 terms. So, the answer is D.
4 and 5:
To solve expressions in this form, (a+b)(c+d), turn the expression into an equivalent one, ac+ad+bc+bd. Plug in the numbers (with a negative mark if its -a or a-b) into that expression to get your answer.
4 simplifies out into 6b^2+3b-18b-9, which can be simplified into 6b^2-15b-9
5 simplifies out into 48x^2+12x-16x-4, which can be simplified into 48x^2-4x-4.
Answer:
Step-by-step explanation:
I honestly don't know
$1,500 pesos to USD
1500 ÷13.5 = 111.11
Around $111.11 USD Rounded to the nearest Hundreth.
