Answer:
just add the two previous numbers together

13, 21, 34

13, 21, 34

Answer:
13, 21, 34 are the next three numbers

2xy+xy-3x+x what is that

Mr. Smith has two children. If the older child is a boy, what are the odds that the other child is also a boy?

What's greater 38.5 mm or 10 cm?

Represent the number 1.16 using base ten blocks

Here’s a graph of a linear function write the equation that describes the function. express it in slope-intercept form

Mr. Smith has two children. If the older child is a boy, what are the odds that the other child is also a boy?

What's greater 38.5 mm or 10 cm?

Represent the number 1.16 using base ten blocks

Here’s a graph of a linear function write the equation that describes the function. express it in slope-intercept form

**Answer: **

**B: -5/4**

**Step-by-step explanation:**

**Starting from the point on the left at (-3,-2), you go to the left 4 which is the positive direction, and down 5 which is the negative direction. This brings you to the other point at (1,-3).**

**Hope this helps! :)**

Answer: b:=5/4..............

**Answer:**

The correct answer is 50 feet

**Step-by-step explanation:**

Area= r^2*π = 4^2*π= 16π.

**The final answer is 16π ft^2**~

The total **number **of pieces of ribbons that were used in the skydiving act is 28 ribbons

**What are Combinations?**

The **number **of ways of selecting r objects from n unlike objects is:

The **equation **for **combination **is

ⁿCₓ = n! / ( ( n - x )! x! )

where

n = total **number **of objects

x = **number **of choosing objects from the set

Given data ,

The total **number **of skydivers in the plane n = 8 skydivers

Each skydiver was connected to each of the other skydivers with a separate pieces of ribbon

So , the **number **of choosing skydivers x = 2

Now , the total **number **of ribbons used is calculated by **combination**

So , the **equation **is

ⁿCₓ = n! / ( ( n - x )! x! )

**Substitute **the **value **of n and x in the **equation **, we get

⁸C₂ = 8! / ( ( 8 - 2 )! x 2! )

= 8! / ( 6! x 2! )

= 8 x 7 / 2 x 1

= 56 / 2

= 28 ribbons

Hence , The total **number **of pieces of ribbons that were used in the skydiving act is 28 ribbons

To learn more about **combinations **click :

#SPJ2

**Answer:**

28

**Step-by-step explanation:**

If a ribbon connects two skydivers, and there are 8 skydivers total, then we can do 8C2, which is equal to (8*7)/2, which is equal to 28. An alternate solution is to think of it this way. Skydiver 1 is connected to everyone else, which is 7 other people. Skydiver 2 is connected to everyone else but Skydiver 1, which is 6 other people. This goes on until Skydiver 8 is already connected with everyone. So we have 7+6+5+4+3+2+1+0, which is also equal to 28.

Plot A

A = 204 ft^2; L = 20 ft; H = 10.2 ft; P = 60.4 ft

Plot B

A = 204.48 ft^2; L= 12.78 ft; H = 12 ft; P = 57.56 ft

Plot C

A = 204.49 ft^2; L = 14.3 ft; H = 14.3 ft; P = 57.2 ft

Most fencing Plot A

Greatest area Plot C

A = 204 ft^2; L = 20 ft; H = 10.2 ft; P = 60.4 ft

Plot B

A = 204.48 ft^2; L= 12.78 ft; H = 12 ft; P = 57.56 ft

Plot C

A = 204.49 ft^2; L = 14.3 ft; H = 14.3 ft; P = 57.2 ft

Most fencing Plot A

Greatest area Plot C

express your awnswer in simplest form

Rainfall in October in Forks, Washington = 8 3/8 inches

= 67/8 inches

Percentage of rainfall that has fallen less in September in Forks, Washington = 60%

Let us assume the amount of rainfall in September in Forks, Washington = x

Then

100x/60 = 67/8

10x/6 = 67/8

5x/3 = 67/8

5x * 8 = 67 * 3

40x = 201

x = 201/40

= 5 1/40 inches

So the amount of rainfall in September in Washinton is 5 1/40 inches.

= 67/8 inches

Percentage of rainfall that has fallen less in September in Forks, Washington = 60%

Let us assume the amount of rainfall in September in Forks, Washington = x

Then

100x/60 = 67/8

10x/6 = 67/8

5x/3 = 67/8

5x * 8 = 67 * 3

40x = 201

x = 201/40

= 5 1/40 inches

So the amount of rainfall in September in Washinton is 5 1/40 inches.

**Answer:**

$178,33

**Step-by-step explanation:**

Let's calculate Andrew's total yearly costs first.

The cost of the program is **$5,360 annually, which is paid at 75% by the employer.**

So, how much does the** basic plan costs to Andrew** per year?

He has to pay the remaining 25% so 25% of $5,360 is** $1,340**

He then chose to enroll in the dental and vision premium plans:

**Dental: $600**

**Vision: $200**

So, in total, Andrew's costs are $1,340 + $600 + $200 = **$2,140**

Assuming he pays that in equal payments each month, his monthly cost/deduction will be: **$2,140 / 12 = $178,33**