T times 3/4 for t = 8/9

Answers

Answer 1

Answer: $(3)/(4)t, t= (8)/(9) \n \n (3)/(4) ( (8)/(9)) \n \n (3)/(4) ( (8)/(9))= (3(8))/(4(9))= (24)/(36) \n \n (24/12)/(36/12)= (2)/(3)$

Answer 2

Answer:
The answer is 1 and 5/27. Hope this helped :)

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What is the approximate volume of a sphere with a radius of 9 in.? Use 3.14 to approximate pi and express your answer in hundredths.

Answers

3052.08 inches cubed

Volume of a sphere: $V= (4)/(3) \pi r^(3)$
So, $V= (4)/(3) (3.14) 9^(3)$
$V= (4)/(3) (3.14) 9^(3) =3052.08$

If 2 pounds of strawberries cost $4.50 how much would 3 pounds cost?

Answers

we know that

$2$ pounds of strawberries cost $\$4.50$

by proportion

Find the cost of $3$ pounds of strawberries

$(4.50)/(2) (\$)/(pounds) =(x)/(3) (\$)/(pounds)\n \nx=(4.50*3)/2\n \nx=\$6.75$

therefore

the answer is

$\$6.75$

What is the answer to 6=-w/8

Answers

The answer is w=-48

Solve:
6 = -w/8
Multiply by 8 on both sides to get the variable alone.
48 = -w
We found the answer for negative w, but we want the answer for w.
48/-1 = -48
-48 = w

6 = $-(w)/(8)$

First, multiply both sides by 8. / Your problem should look like: $48 = -w$
Second, multiply both sides by -1. / Your problem should look like: $-48 = w$
Third, switch sides around. / Your problem should look like: $w = -48$

Answer: w = -48

Can you please help me ???

Answers

Answer:

1. 64

2. 81

3. 25

4. 27

5. 63

6. 27

7. 22

8. 16

9. 41

10. 25

11. 8

12. 24

13. 90

14. 24

15. 30

16. 38

17. 51

18. 18

19. 33

20. 12

21. 17

22. 28

23. 70

24. 67

25. 13

26. 20

Please Help! image below

Answers

75 degrees because If you subtract 15 from 90 you get 75

1. When I use line segments to connect the corresponding points of a pre-image and the image in atranslation, the line segments are
because

Answers

The translation moves each point on the pre-image the same distance

horizontally and vertically to location of the image.

The completed paragraph is; When I use line segments to connect the

corresponding points of a pre-image and the image in a translation, the line

segments are parallel, because, their slope (ratio of Rise to Run) are equal.

Reasons:

Connecting the corresponding points of a pre-image and the formed

image in a translation transformation with line segments give lines that are

parallel to each other, given that the Rise (change in the y-value) and Run

(change in the x-values) are equal.

The translation between two points are $\mathbf{T_((\Delta x, \ \Delta y))}$

$\mathrm{The \ slope \ between \ the \ points \ is} \ (\Delta y)/(\Delta x)$

Therefore, the connecting lines have the same slope and are therefore,

parallel.

Learn more here;

brainly.com/question/18202376

Answer:

The segment connecting two corresponding points on the image and pre-image is a perpendicular bisector, so the line of reflection bisects the segment and the segment is perpendicular to the line of reflection, or intersects the line at a 90 degree angle. ... A transformation in which the image and pre-image are congruent.

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