A student government organization is selling Christmas trees as a fundraiser. On Friday, they sold 5 noble fir trees and 3 douglas fir trees for a total of $420. On Saturday, 12 noble fir trees and 9 douglas fir trees were sold for a total of $1,080. What is the cost per tree for each type?how much is 1 douglas?
how much is 1 noble fir?

Answers

Answer 1
Answer: You have to do a system, lets say x are noble fir trees and y are douglas fir trees, 
5x+3y=420
12x+9y=1080

if you solve this you get, 
x=60 and 
y=40
SO Noble fir trees cost $60 and Douglas fir trees cost $40.

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What is the best estimated for the sum of 3/8 and 1/12

Answers

estimation involves rounding
3/8 is closest to 4/8 which is 1/2, or 6/12
6/12 + 1/12 = 7/12
that is the estimated answer

Solve In 2 + In x= 5. Round to the nearest thousandth, if necessary.

Answers

The value of x nearest to thousandths is 74.207

Solution:

Given that,

\text{ln } 2 + \text{ln } x = 5 ------ eqn 1

We can use logarithmic properties to solve for "x"

Using logarithmic properties:

\ln (mn) = \ln m + \ln n

Therefore, apply the above property in eqn 1

\text{ln } 2 + \text{ln } x = 5\n\n\text{ln } 2x = 5

By using the logarithmic property,

\text{If } \ln x = a , \text{ then } x = e^a

Apply the above logarithmic property in above expression

\text{ln } 2x = 5\n\n2x = e^5

Solve the above equation

We know that,

e^5 = 148.413159103

[ use calculator ]

Therefore,

2x = 148.413159103\n\nx = (148.413159103)/(2)\n\nx = 74.2065795513\n\nx \approx 74.207

Therefore, the value of x nearest to thousandths is 74.207

Sal wants to save a minimum of $1200 over the summer by saving $125/wk. He has saved $230 so far. About how many weeks will it take Sal to save enough money? A. at least 12 wk B. at most 12 wk C. at least 8 wk D. at most 8 wk Question Resources

Answers

it will take him 9 weeks to have $1200+ so the answer is c
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There are 5 swimmers in a race. There will be a first-place, a second-place, and a third-place prize awarded. In how many different ways can the 3 prizes be awarded?

Answers

it can only be between 3 people not 5 so 3 ways
3 ways for the first 3 people

What is greater 0.7 or 7/9?

Answers

The fraction 7/9 is greaterthan 0.7.

We have,

Given decimals and fractions.

0.7 and 7/9

Now,

0.7

This can be written as a fraction.

= 07/10

= 7/10

Multiply 9/9 to make the fractions the same.

= 63/90

And,

7/9

Multiply 10/10 to make the fractions the same.

= 70/90

Comparing the fractions 63/90 and 70/90.

63/90 < 70/90

This means,

0.7 < 7/9

Thus,

The fraction 7/9 is greaterthan 0.7.

Learn more about expressions here:

brainly.com/question/3118662

#SPJ6

Answer: 7/9

Explanation:

In order to compare the two numbers, we can write both as a fraction.

7/9 is already written as a fraction. The other number instead can be written as

0.7 = (7)/(10)

We see that this number is smaller than (7)/(9), because it has a greater denominator (and same numberator), so we can conclude that 7/9 is greater than 0.7.

SOMEBODY PLS HELP ME
URGENT!!!!!!!!!!

Answers

1. The dimensions of the tank should be 20 by 20 by 20. The hint is telling you that a tank that is 2 by 2 by 2 has a volume of 8, so, if you increase the size of the dimensions, you can reach 8,000 with the same digit of 2. Don't forget that the formula for the volume of a rectangular prism is lwh.

2. Since our aquarium is a square tank that is 20 by 20 by 20, each side on the top is 20 inches long. We have 4 sides, so the perimeter is 4 x 20, or 80. The perimeter of the top of our tank is 80 in². As for the base, we already know that each side is 20, so, in order to find the area of the base, we just multiply 20 x 20 to get 400. The area of the base of the tank is 400 in².

3. Another rectangular prism with a volume of 8,000 might have dimensions of 40 by 20 by 10. These, multiplied together, equal 8,000, using the formula for the volume of a rectangular prism.

To find the dimensions of the rectangular prism that equal 8,000, I mostly just use trial and error. It helps if you think about it as 8, as shown in the first problem, or if you list the factors of 8. For instance, for number 3, I just used the factors of 8 to find some possible dimensions.

8 - 1, 2, 4, 8
For number 3, I used the factors 1, 2, and 4. To change it from 8 to 8,000, I just changed 1 to 10, 2 to 20, and 4 to 40.

Hope this helps!