Find the distance between points at (6,11) and (-2,-4).

Answers

Answer 1

Answer:

Answer: 17

Step-by-step explanation:

To find teh distance, you need to use the distance formula $d=√((x_2-x_1)^2+(y_2-y_1)^2)$ . Since we are given the two points, We can go ahead and plug them in and solve.

$d=√((-2-6)^2+(-4-11)^2)$ [subtract]

$d=√((-8)^2+(-15)^2)$ [exponent]

$d=√(64+225)$ [add]

$d=√(289)$ [square root]

$d=17$

Now, we know the distance between the points is 17.

Answer 2

Answer: The distance between the points is 17

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Max was solving the equation below and isn’t sure if his answer is correct. Explain to Max how he can check his answer and then help him identify any errors he made. Provide the correct solution in your How can he check his answer?

Show the correct solution:

Answers

HOW CAN HE CHECK HIS ANSWER:
HE CAN CHECK HIS ANSWER BY PLUGGING IN HIS X VALUE, AFTER HE GETS THE CORRECT ANSWER.
SHOW THE CORRECT ANSWER:
3(3x+6) = 4(7x-1)
9x+18 = 28x-4
18 = 19x-4
22 = 19x
22/19 = x

CHECK:
3(22/19+6)/8 = 7(22/19-1)/6
45/38 = 45/38 ( Is true)

hope this helps!!

Well, first of all, the bottom 2 lines are cut off of the bottom of Max's solution,
and his final answer doesn't even appear there.

Here . . . let me complete it for you:
Under the part printed on the page should be:

   19 = 19x

   x = 1

=========================================

Now that Max has an answer, he can check it by writing it into the
original equation wherever there's an 'x' there.

The original:    (3x-6) / 8 = (7x-1) / 6

With Max's answer written in: (3·1 - 6) / 8 = (7·1-1) / 6

Simplify the left side:    (3 - 6) / 8 = (7·1-1) / 6
-3/8 = (7·1-1) / 6

Simplify the right side: -3/8 = (7-1) / 6
-3/8 = 6 / 6
-3/8 = 1
This result is not a true statement,
so 'x' can't be ' 1 '.

We have to go back, look through Max's work, and find his mistake.
(Actually, Max won't learn anything that way ... MAX should be looking through
his work to find his mistake. But life is not always fair.)

The third line of Max's solution is 3 (3x + 6) = 4 (7x - 1)

Then he goes on to clear the
parentheses, and the next line is: 9x + 18 = 28x - 1

That's where his mistake is. The left side is correct,
but on the right side, Max distributed the '4' incorrectly.
Shame on Max.
This line should be    9x + 18 = 28x - 4 .

Solución por favor ayuda

Answers

The vertex is (4, -2) and the graph goes down.

If you know help me please I’m stuck!

Answers

Answer:

82.4

Step-by-step explanation:

divide 51/13, multiply that result by 21.

If E is on the interior of ∠ABD, m∠ABE = (2x - 5)°, m∠EBD = (x + 1)°, and m∠ABD = 50°, find the value of x.

Answers

$\displaystyle \n m\ \textless \ ABE + m\ \textless \ EBD = m\ \textless \ ABD \n \n (2x - 5)^o + (x + 1)^o = 50^o \n \n 2x-5+x+1=50 \n \n 3x - 4 = 50 \n \n 3x = 50+4 \n \n 3x = 54 \n \n x = (54)/(3) = \boxed{18^o}$

Draw and label line AB. Draw point C on it

Answers

To draw line AB with point C on it, draw a line segment AB by using a compass draw one point on the line and label the dot C.

Draw a line segment and label its endpoints with the letters A and B. You are then asked to draw a point on the line segment and label it with the letter C.

Here is a step-by-step guide on how to draw point C on line AB:

1. Draw a straight line segment using a ruler.

2. Label the endpoints of the line segment with the letters A and B.

3. Place the compass point at point A and draw an arc that intersects line AB.

4. Without changing the compass radius, place the compass point at point B and draw an arc that intersects the first arc.

5. Label the point of intersection point C.

For similar question on line segment

brainly.com/question/280216

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a b
c
this your answer don't look at the line with c

(a-a)/(a-a)=2
i cannot solve it. plz heplme