Answer:

**Answer:**

No I do not agree. -2 is closer to 0 than -5

**Step-by-step explanation:**

-5 -----------> -2---------> 0

Find the area + perimeter of the following triangle

Rebekah wants to read a certain number of pages each day during summer vacation.Today, she read 204 pages, which is 136% of her goal.How many pages does Rebekah want to read each day?A. 75 pagesB. 130 pagesC. 150 pagesD. 560 pages

One of the factors of quadratic is (x+5) the only other piece of information is that the middle term is zero what must the other factor be

Find the values of each variable

An accountant invested $5000 at a simple intereste of 8 % for 2 years. What total amount of interest will› have from her investment?

Rebekah wants to read a certain number of pages each day during summer vacation.Today, she read 204 pages, which is 136% of her goal.How many pages does Rebekah want to read each day?A. 75 pagesB. 130 pagesC. 150 pagesD. 560 pages

One of the factors of quadratic is (x+5) the only other piece of information is that the middle term is zero what must the other factor be

Find the values of each variable

An accountant invested $5000 at a simple intereste of 8 % for 2 years. What total amount of interest will› have from her investment?

**Answer:**

area left = (3x² + 6x - 24) in²

**Step-by-step explanation:**

the area of poster board left

= area of poster board - area of square cut out

= 4x² + 14x - 8 - (x² + 8x + 16) ← **distribute** parenthesis by - 1

= 4x² + 14x - 8 - x² - 8x - 16 ← **collect like terms**

= (4x² - x² ) + (14x - 8x) + (- 8 - 16)

= 3x² + 6x + (- 24)

= (3x² + 6x - 24) in²

since r=h/2 and V=(hpr^2)/3

V=(ph^3)/12

V(15)=281.25p and since V=10t, t=28.125p

V=(ph^3)/12

dV/dh=(3ph^2)/12=(ph^2)/4 and since V=10t, dV/dt=10

(dh/dV)(dV/dt)=dh/dt=12/(3ph^2)*10

dh/dt=120/(3ph^2) and we want the rate when h=15 so

dh/dt(15)=120/(675p)

dh/dt=0.05658 ft/min

V=(ph^3)/12

V(15)=281.25p and since V=10t, t=28.125p

V=(ph^3)/12

dV/dh=(3ph^2)/12=(ph^2)/4 and since V=10t, dV/dt=10

(dh/dV)(dV/dt)=dh/dt=12/(3ph^2)*10

dh/dt=120/(3ph^2) and we want the rate when h=15 so

dh/dt(15)=120/(675p)

dh/dt=0.05658 ft/min

The rate at which the water's depth is increasing when it is 15 feet deep is **approximately 0.028 feet per minute.**

The subject of the student's question is related to the concept of volumes of revolution and rates of change in calculus. This is a practical application of those principles.

If we use the formula for the volume of a cone, we get**: V = 1/3(pi*r²*h)**. Looking at our provided situation, we see that r = h/2, so we can replace r with h/2, giving us V = 1/3(pi*(h/2)²*h). This simplifies down to V = 1/12*pi*h³.

Next, differentiate the volume with respect to time (t), giving us dV/dt = 1/4*pi*h²*dh/dt. We know that dV/dt = 10 ft³/min (the rate at which water is flowing into the tank), and we want to find dh/dt when h = 15 ft.

Substitute these values into the differentiated equation to solve for dh/dt: 10 = 1/4*pi*(15)²*dh/dt therefore** dh/dt = 10 / (1/4*pi*15²)** which gives us approximately 0.028 ft/min.

#SPJ3

b)postulate

c)definition

d)conjecture

The statement given in the **statement **is the **definition **of **square**.

A **square **is closed, **two-dimensional** shape with 4 **equal sides** and all the internal angles are **right angles.**

- In the question it is given that A
**square**is a figure with four sides of**equal length**and**four right angles**.

So this is nothing but the **definition **of **square **.

So the correct answer is **definition**

Find more about "**Squares**" here: brainly.com/question/25092270

#SPJ2

**Answer:**

c) definition

**Step-by-step explanation:**

**Answer:**

Only the one to the left

**Step-by-step explanation:**

Because they are all equivalent ratios

After 15 minutes the football team lost 6 yards

After 15 mins the team loses 6 yards

**Answer: x=8**

**Step-by-step explanation:**