The diagonal of a square measures 12 inches. What is the length of the sides

As we can see in the graphic when we are going more to the left the negative number increase

the point that is closer to the -0.1 is the point C that is located in -0.095.

The correct answer is point C.

Answer:

796.1 feet

Step-by-step explanation:

The nautical mile is 6076.10 feet and the statute mile is 5280 feet.

Subtracting that yields 796.1 feet.

Given: 2(4x - 3) = 2(x + 2) + 8

Required: The value of x

Explanation:

Opening the brackets

Further

So

Final Answer: Option A is correct.

Value of x = 3 that is option A

Here we are given with the equation as,

2(4x-3) =2(x+2) +8

Now solving both left hand side and right-hand side

taking left hand side,

2(4x-3)

2 X 4x + 2 X (-3)

8x - 6

Now solving right hand side,

2(x+2) +8

2x + 4 +8

2x+ 12

Now according to question equating both left hand side and right-hand side,

8x - 6 = 2x + 12

Now transposing variables and constants on left hand side and right-hand side respectively,

8x - 2x = 6 + 12

6x = 18

x= 12 / 6

x = 3

To know more problems about linear equation in one variable refer to the link mentioned below: -

https://brainly.com/question/29165184

There is a math rule that says the order in which we multiply the factors does not change the product, it's called commutative property.

If Geena's hair grew 1 1/8 inches in 3 months then in one month Geena's hair grew 1 1/8 inches long.

Two or more expressions with an equal sign is called as Equation.

Given that,

Geena's hair grew 1 1/8 inches in 3 months.

We need to find how many inches grow in one month.

Let x be the hair  grown in one month.

Let us convert  1 1/8 inches to improper fractions

1 1/8= 9/8

Let us form a equation with the given data.

nine by eight by three equal to x by 1.

9/8/3=x/1

Twenty seven by eight equal to x by one.

27/8=x/1

Apply cross multiplication

27=8x

x=27/8

x=3 3/8

Hence in one month Geena's hair grew 1 1/8 inches long.

To learn more on Equations click:

https://brainly.com/question/10413253

#SPJ1

Both allow you to make purchase in a store or online.

D is the ideal choice.

While credit cards charge transactions using a line of credit, debit cards commonly withdraw money from a checking account. You use your own money to make purchases when using a debit card. By using a credit card, you are effectively borrowing the funds, which you will eventually have to return to the card's issuer along with any applicable interest.

When it comes to fraudulent purchases, credit cards typically provide consumers with better protections than debit cards. Purchases made using debit cards may not be as easily or liberally covered by these fraud protections.

To know more about  debit and credit cards visit:-

https://brainly.com/question/14368281

#SPJ13

A numerical expression is a mathematical statement that only consists of numbers and one or more operation symbols.

3.724x10^-12 = 3724/1000000000000000.

3.724x10^-12 = 3.724/ 10^12

= 3.724/ 1000000000000

=3724/1000000000000000 (numerical form)

To learn more about :   Numerical form

Ref : https://brainly.com/question/19169731

#SPJ9

A graph of function that is a line passing through ( 0 , 4 )  and

( -2 , 0 )

What is function explain?

First we simplify the given function.

Consider,

f(x) = 4x²-16/2x-4

f(x) = (2x)² - (4)²/2x-4

f(x) = [tex]\frac{(2x+4)(2x-4)}{2x-4}[/tex]

f(x) = 2x + 4

Obtained function represent a straight line whose slope is 2 and y-intercept is 4

Let say, y = 2x + 4

then when x = 0 we get, y = 4

when y = 0 we get, x = -2

So we get a graph of function that is a line passing through ( 0 , 4 )  and

( -2 , 0 )

Learn more about function

brainly.com/question/12431044

#SPJ13

Solution

If we have a polynomial odf degree 3 it must have 3 roots

And one of then should be real the answer is true

And the correct choice is:

a. Yes, because complex roots must appear in conjugate pairs, leaving one root real.

Since we have two possible options:

1) (x-i)(x+i) (x-a) with 2 factors conjugate and 1 root real a and two other complex numebrs

2) (x-a)(x-b)(x-c) with 3 real roots a,b and c

So then we must have at least one root assuming that the coeffcients of the polynomial are not complex

Problem

If you borrow $500 for 4 years at an annual interest rate of 6%, how much will you pay altogether?

Solution

For this case we can use the following:

Answer:

US = 12

Explanation:

The length of GS = UG (because TV bisected the line segment US) and

GS + UG = US

From GS = UG we have

subtracting 6 from both sides gives

subtracting x from both sides gives

With the value of x in hand, We now find the length of the line segment US.

Since x =0, the above gives

When RS.35.25 is converted into paise it will be :

3525 paise

Here given , RS.35.25

We know that,

1 rupee equals 100 paise.

When converting rupees to paise, multiply by 100.

For instance,

Rs 35.25 = Rs 35 + 25 paise.

= 35 x 100 paise + 25 paise

= 3500 paisa + 25 paisa

= 3525 paise.

RS.35.25 = 3525 Paise.

To learn more about currency conversion refer to:

https://brainly.com/question/20810511

#SPJ9

A conditional statement is used to implicate something, using if and then. Conditional statements are used in deductive reasoning to conclude something from initial evidence.

The given statement is: Mrs. Smith has a dog that is not a poodle.

The conditional statement is: if Mrs. Smith has a dog then it's not a poodle.

We have a sphere of radius 4

r = 4

We know that the equation for the volume is:

We know that:

r = 4

and

π = 3.14

Then, we replace in the equation:

Since

4³ = 64

then

We want to round our answer to the nearest hundredth (two numbers after the decimal point).

For this case we have two options:

267.94 or 267.95

Since

267.9500 is nearer to 267.9467

than

267.9400

then the answer is 267.95

Answer: the volume of the sphere is 267.95 units³ or (256/3)π units³

The value of given expression  [(1 1/5−2/5)⋅(− 3/4)3]÷(−9) is 1/5

In this question, we have been an expression [(1 1/5−2/5)⋅(− 3/4)3]÷(−9)

We need to evaluate given expression.

First we write an improper fraction as proper fraction.

1 1/5 = 6/5

So given expression becomes,

[(1 1/5−2/5)⋅(− 3/4)3]÷(−9)

=  [(6/5 − 2/5) × (− 3/4) 3] ÷ (−9)

=  [(4/5) × (-9/4)] ÷ (−9)

= (-9/5) ÷ (-9)

= 1/5

Therefore, the value of given expression  [(1 1/5−2/5)⋅(− 3/4)3]÷(−9) is 1/5

Learn more about fraction here:

https://brainly.com/question/8969674

#SPJ1

At time t = 4 + 3i sec and t = 4 - 3i sec that the projectile will​ reach a height of 400 ft.

A projectile is launched from ground level with an initial velocity of  v₀ feet per second. Neglecting air​ resistance, its height in feet t seconds after launch is given by s = −16t² + v₀t.

To determine the​ time that the projectile will​ reach a height of 400 ft

⇒ s = −16t² + v₀t

Here v₀ = 128 ft/s and s = 400 ft

Substitute the value of v₀ = 128 and s = 400 in the above equation,

400 = -16t² + 128 × t

16t² - 128t + 400 = 0

Which is simplified as :

t² - 8t + 25 =0

Which gives t = 4 + 3i sec and  t = 4 - 3i sec

Therefore, time t = 4 + 3i sec and t = 4 - 3i sec that the projectile will​ reach a height of 400 ft.

Learn more about Velocity here:

https://brainly.com/question/12904979

#SPJ1

Patty started shopping at 10:30 AM. It was for 20 minutes, then it lasted until 10:50. (30 min + 20 min = 50 min).

Then, we can say she starts lunch 10 minutes before 11:00 AM.

She spent 35 minutes eating lunch. Then, she ends at 11:25 AM. Ten minutes before 11:00 AM and 25 minutes after 11:00 AM, giving the 35 minutes.

After lunch she mets a friend, then it was about 11:25 AM.

Problem

change 0.31 to a fraction​

Solution

For this case we can do the following:

31/100

And the final answer for this case would be 31/100 the most simplified form

The interest is 6%, compounded continuously.

After 1 year there is $400.

The continuous compound formula is

Where P is the principal, A is the final amount, i is the interest and t is the time in years.

Replacing all the given information, we have.

The height up the wall will be 7.74 feet the ladder reach when an 8-foot ladder is placed 2 feet away from a wall.

The base of an 8-foot ladder is placed 2 feet away from a wall.

This is a simplistic Pythagoras problem since the wall forms a right angle with the ground.

Let a be the height up the wall.

Let b be the distance from the wall.

Let c be the length of the ladder.

According to Pythagoras's theorem,

a² + b² = c²

Here b = 2 and c = 8

a² + 2² = 8²

a² + 4 = 64

a²  = 64 - 4

a² = 60

a = √60

a = 7.74 feet

Thus, the height up the wall will be 7.74 feet the ladder reach.

Learn more about Pythagoras's theorem here:

brainly.com/question/343682

#SPJ1

The range of a relation is given by the values of y the relation can assume.

Looking at the ordered pairs in the relation, the y-values that can be assumed are 3, 5 and 9.

Therefore the range is:

Answer:D

Step-by-step explanation:

D (-1,-2)

SOLUTION

From the question, we want to find

(a) The domain of the function.

The domain is gotten from the x-values. Looking at the x-values from the graph whether the curve is expanded or not, it would satisfy infinitely the value of any x-values. That is whatever x-value will make the function defined.

So the domain is all real numbers or negative infinity to positive infinity Written as

(b) The range is the y-values that satisfy the function. Looking at the curve, the y-values would have infinitely number of negative values, but does not exceed 1, which is the maximum value.

So the range is negative infinity to 1.

Written as

(c) The function is increasing from infinite negative values of x, up to where x is -3, before it starts decreasing of sloping downwards

Hence the function is increasing between negative infinity to negative 3, written as

(d) Interval where f(x) >= 0

For f(x), that is y to be greater than or equal to zero, this must take place at the x-intercept, that is where the graph cuts the x-axis plane. Looking at the graph, this is at -4 and -2

hence the answer is between -4 and -2, written as

Jourden, this is the solution:

a 100-watt light bulb operating for ten hours would use one kilowatt-hour.

Therefore, in three hours:

0.3 KwH

In ten hours:

1 kwH

For figure 6

In figure 6 we have a circle and a rectangle. The shaded area will be the difference between the area of the rectangle of side 25ft and the area of the ciercle of diameter 25ft.

The radius of the circle will be 25ft/2 = 12.5ft

Then, the area will be:

For figure 7

In figure 7 we have a rectangle and a triangle. The shaded area will be the area of the rectangle minus the area of the triangle. The sides of the triange are 25cm and 14cm, while the triangle has a base of 25cm and a height of 11cm. We can say 11cm is the height because according to the figure this height forms a right triangle with the base.

Then, the area will be:

Area = 350cm^2 - 137.5cm^2

Area = 212.15cm^2

For figure 8

The figure 8 has a triangle and a semicircle. The shaded area will be the difference between the area of the semicircle and the area of the triangle.

We can say this is a righ triangle because his hypotenuse is the diameter of a circle and the hycks join in the circumference.

The hypotenuse is calculated with hicks 9m and 21.6m

The area of the triangle could be calculated with the base 21.6m and the height 9m., and the area of the semicircle could be calculated considering his radius as the half of diameter: 23.4/2 = 11.7m

Then the area will be:

We know that

• The total amount of money invested is $20,000.

• The stocks returned 6%.

• The bonds returned 8%.

• Bonds return $80 less than Stocks return.

Let's called x stocks and 20,000 - x bonds.

Using the given information, we can define the following equation.-

Now, we solve for x.

The  equation of line is (y- 2)= 4/3(x- (-9)) or 3y = 4x + 42.

The slope of the line and a point on the line may be used to create the equation of a line. To better comprehend how the equation for a line is formed, The slope of the line, which can be stated as a numeric integer, fraction, or the tangent of the angle it forms with the positive x-axis, is the line's inclination with respect to the positive x-axis. The coordinate system's point with the x coordinate and the y coordinate is referred to as the point.

and, the point slope form of line for any point can be written as

(y- [tex]y_1[/tex] )= m(x- [tex]x_1[/tex])

Given:

A line passes through the point (-9,2) and has a slope of 4/3.

We know by point- slope form

(y- [tex]y_1[/tex] )= m(x- [tex]x_1[/tex])

Here the points are (-9, 2) and m=4/3

So,

(y- 2)= 4/3(x- (-9))

3y -6 = 4 (x+ 9)

3y - 6 = 4x+ 36

3y = 4x + 42

Hence, the equation of line is 3y = 4x + 42.

Learn more about equation of line here:

brainly.com/question/21511618

#SPJ1

Recall that the a margin of error ir a way to do calculations under uncertainty. What the margin of error does is guarantee that the given calculation, under uncertainty, will still be valid within that range.

In our example, we are given that the calculation is 75% with a margin of error of 4%. That is, that the process of calculation that the real value would be with a high confidence between 71% and 79%. So, a value of 77% would be still correct, as it is between the admissible ranges.

So, the anwer would be option C.

Answer:

B. There is not much to add to this answer

Answer:

Step-by-step explanation:

B.

The valence electrons are known as the outermost elections which are usually stored in something called "valence electron shel"