Help pls i need this luv u guys <33
help pls i need this luv u guys &lt;33 - 1

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Answer 1
Answer: So this is so easy
the answer is33
pay attention what i’m saying:
if you have a circle like this and you have arc if the arc doesnt pass the center of the circle and fit to the environment of circle the measure of angle is half of the measure of arc

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For each value of kk specified in parts (a)–(e), plot the set of points in the plane that satisfy the equationx2 / k − y2 = 1.a. k = −1b. k = 1c. k = 2d. k = 4e. k = 10f. k = 25g. Describe what happens to the graph ofx2 / k − y2 = 1 as k → [infinity].

What is the distance between the points A(11, 2) and B(5, 10)?

Answers

Answer:

10 units

Step-by-step explanation:

You use the Pythagorean Theorem to find that the difference in x coordinates is 6, and in y coordinates is 8. You don't make the 6 negative because you are looking for distance, not direction (think scalar, not vector if that helps). Then you square the two terms to get 36 (6 squared) + 64 (8 squared) = 100 (sum). Then, you find the square root of 100 to get 10, which is your answer. I don't know if there's any units in it, but if there are, I would reccomend putting the corresponding units. Hope this helps!

How many solutions does the system 2y=10x-14 and 5x-y=7 have? need worked out step by step please!

Answers

2y=10x-14
5x-y=7

Divide both sides by 2 in the 1st equation
y=5x-7
Now substitute is to 2nd equation 
5x-5x+7=7
0=0

Therefore there is no solution or it is inconsistent 
these 2 equations are actually the same, 
hope u can understand.

What's an extraneous solution?

In your own words

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Answer:

You get this solution while solving your problem but it still is not the correct answer to your question...

(I think)

Brad spent 20 percent of his money to buy a car costing £6800 how much did he havePlease reply asap

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He had 34000 euros total.  Divide 6800 by 0.2 (AKA 20%)
There are few ways but i prefere this way:

100/20=5
6800*5=?
6000*5=30000
800*5= 4000
+-----------
= 34000

=£34000

Write an algebraic expression to represent the new y-coordinate after a translation of four yards south given any initial y-coordinate, y.

Answers

An algebraic expression that can be used to represent the new y-coordinate after a translation of four yards south is y-4.

What is an Expression?

In mathematics, an expression is defined as a set of numbers, variables, and mathematical operations formed according to rules dependent on the context.

Let's assume that 1 unit represents 1 mile.

Given that the present coordinate of the point is y. Now, if the point is moved towards the south, then the point will be shifted to 4 units sown. Therefore, we can write an algebraic expression to represent the new y-coordinate after a translation of four yards south as,

New-coordinate = y - 4

Hence, an algebraic expression that can be used to represent the new y-coordinate after a translation of four yards south is y-4.

Learn more about Expression here:

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Answer: y + (-4)

Step-by-step explanation:

A translation of four yards south involves moving 4 units in the negative y-direction. Given any initial y-coordinate, y, the algebraic expression that represents the y-coordinate after translation is y + (-4)

*edmentum answer*

The suspect was spotted riding the swings earlier in the day. Each swing can hold a maximum weight of 500 pounds. In order to reach the maximum weight, you would have to double the weight of the suspect and add 20 pounds less than the weight of George. Write and solve an equation to represent the suspect's weight.

Answers

Answer:

s = 260 - g/2

Step-by-step explanation:

Given the following :

Maximum weight swing can hold = 500 pounds

Let suspect's weight = s

George's weight = g

To reach maximum weight :

Double weight of suspect + (George's weight - 20)

Hence, equation:

2s + (g - 20) = 500

2s + g - 20 = 500

2s + g = 500 + 20

2s + g = 520

2s = 520 - g

Divide through by 2

s = 260 - g/2

The question can be represented by the equation 2S + G - 20 = 500, where S is the suspect's weight and G is George's weight. To solve for the suspect's weight, we need to know George's weight.

The question asks for an equation to determine the weight of the suspect based on given conditions. We can express the condition as a mathematical equation. If we let S be the weight of the suspect and G be the weight of George, the information gives us the equation 2S + G - 20 = 500. To solve for the suspect's weight, we will need the weight of George. Without this, there are an infinite number of solutions for S. However, if we were given George's weight, we could subtract 20 from it, subtract that value from 500, and then divide by 2 to get the suspect's weight. As an example, if George weighed 220 pounds, the suspect would weigh (500 - (220 - 20)) / 2 = 150 pounds.

For more about Algebraic Equations:

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