What temperature is 6 degrees less than 2 degrees Celsius

Answers

Answer 1

Answer: the answer is -4 degrees celsius

Answer 2

Answer: 6 less than 2 would be -4 degrees celcius

Related Questions

Which is the best description for the graph? A.The graph is increasing everywhere. B.The graph is decreasing everywhere. C.The graph is increasing, then decreasing. D.The graph is decreasing, then increasing.
Order the following from least to greatest.
Which of the following lies on the line y =- 3x + 2?(A) (-1, 8)(B) (0, 4)(C) (2, -4)(D) (5, - 10)
51/8 times 17/4and simplified
X^2-5x=14I am supposed to get 14, but I don’t know how to get there. Also, how would check it on a calculator?

Biologists are treating a lake contaminated with bacteria. The level of contamination is changing at a rate of dN/dt=-1110/t² -230 bacteria percubic centimeter per day, where is the number of days since treatment began. Find a function N(t) to estimate the level of contamination if the
level after I day was 5380 bacteria per cubic centimeter.

Answers

Answer: the function N(t) to estimate the level of contamination in the lake is:

N(t) = -1110 ln(t) - 230t + 1110 ln(I) + 230I + 5380

Step-by-step explanation: ∫ dN/dt dt = ∫ (-1110/t² -230) dt

N(t) = -1110 ln(t) - 230t + C

N(I) = -1110 ln(I) - 230I + C = 5380

C = 1110 ln(I) + 230I + 5380

The super speedway at Daytona International Speedway is 2.5 miles long. The road course there is 1.4 times as long as the super speedway. How long is the road course?

Answers

Answer:

3.5 miles

Step-by-step explanation:

From the question, we have the following information:

The super speedway at Daytona International Speedway is = 2.5 miles

long

The road course there is = 1.4 times as long as the super speedway.

How long is the road course?

The length of the road course is calculated as:

1.4 × length of the super speedway

1.4 × 2.5 miles

=>3.5 miles

Therefore, length of the road course I s 3.5 miles.

he conditional relative frequency table was generated using data that compared the cost of one ticket for a performancehe method by which the ticket was purchasedTicket PurchasesNo MoreMore than $30Totalthan $30Purchased0,860,820.7Online.Purchased0.18at the Box0.14Office1.0TotalGiven that Lorenzo paid more than $30 for a ticket, what is the probability that he purchased the ticket at the box office?Express the answer in decimal form.Save and ExitNerd Sul ni

Answers

The correct answer is:

0.14.

Explanation:

We are asked "Given that Lorenzo paid more than $30 for a ticket, what is the probability that he purchased the ticket at the box office?"

Using the conditional relative frequency table, we start at the column "More than $30". We then go to the row "Purchased at the Box Office." The value in this cell is 0.14; this is the probability.

Given:
Lorenzo paid more than $30 for a ticket.
What is the probability that he purchased the ticket at the box office?

More than $30
Purchased online 0.86
Purchased at the
Box Office 0.14
Total 1.00

The probability is 0.14/1.00 or 0.14

What is the answer to y=-5x+13

Answers

There is no answer. It is an equation and you can find y by literally following the procedure

A ball is thrown into the air with an upward velocity of 44 ft/s. Its height h in feet after t seconds is given by the function $h=-16t ^(2) +44t+9$ . What is the height of the ball after 2 seconds?

Answers

$h=-16t^2+44t+9\n\nsubstitute\ t=2:\n\nh=-16\cdot2^2+44\cdot2+9=-16\cdot4+88+9=-64+97=33\n\nAnswer:33\ feets.$

$the\ function:\ \ h(t)=-16t^2+44t+9\n \n h=2\ \ \ \Rightarrow\ \ \ h(2)=-16\cdot 2^2+44\cdot 2+9=-16\cdot4+88+9=33\n \nAns.\ the\ height\ of\ the\ ball\ after\ 2\ seconds\ is\ 33\ feets$

The sum of a number and twice the second number is 24. Determine the two numbers to maximize their product. Show your work (equations, calculations, etc.) If it is easier to describe in detail what you did rather than show something (such as using your calculator), you may do so.

Answers

The sum of a number and the second number is 24.
$a+2b=24$

We want to find the maximum product of $ab$ .

Let's solve our first equation for a.
$a=24-2b$

We can substitute this in $p=ab$ so that we only have one variable.
$ab=(24-2b)b$

Distribute.
$p=-2b^2+24b$

Now we can just find the vertex of this quadratic, either putting it or vertex form or using a shortcut mentioned later. (if your teacher has already explained it to you)

Put the constant on the left side. (It's 0, so nothing to do there)

Factor out the coefficient of b².
$p=-2(b^2-12b)$

Find which number to add to create a perfect square trinomial.
(half of -12 is -6, -6² = 36. we would add -72 to each side, so that 36 ends up inside the parentheses on the right side)
$p-72=-2(b^2-12b+36)$

Factor the perfect square trinomial.
$p-72=-2(b-6)^2$

Isolate the p term.
$72=-2(b-6)^2+72$

The vertex is (6, 72), as vertex form is y=a(x-h)²+k where (h, k) is the vertex.
Therefore, the value of b which yields the height product p is 6.
We can plug this into a previous equation to find a.
a + 2b = 24
a + 2(6) = 24
a + 12 = 24
a = 12

a = 12, b = 6

(The shortcut I was talking about is that for any quadratic f(x) = ax² + bx + c, the vertex (h, k) is (-b/2a, f(h)))

Answer:

The total length of Valerie’s walls is 105.75 feet:

(2.5 × 4) + (21.25 × 3) + 32 = 10 + 63.75 + 32 = 105.75 feet.

The total length of Seth’s walls is 107 feet:

3.5 + (22.75 × 2) + 58 = 3.5 + 45.5 + 58 = 107 feet.

The sum of 105.75 feet and 107 feet is 212.75 feet. The Commutative Property allows me to add numbers in any order. This is why the answers in parts D and E match.

Step-by-step explanation:

If your on PLATO this is the answer

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It's not b please help me

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