Answers by visitors named: Peaches

1000 - 200 = 800

I review the tutorials but there is nothing concerning how should i calculate the question.

I think i got it but is the journal entry correct. Dr Cash (600 x 12) --- 7,200 Cr Treasury Stock (100 x10)---- 6,000 Cr Paid-In Capital--------------1,200

Please how do i calculate this problem and enter it in a journal entry: On January 1, the long-term liability section of a company’s balance sheet showed a balance of $20,000 in the bonds payable account. On December 31, the balance in the same account was $35,000. The change would appear on the statement of cash flows as a inflow of cash of:

1. c - 130 degrees 2. c - comp. angle 55.6 degrees and supp. angle 22.2 degrees 3. c - mAngle POS + mAngle ROT=180 4. b - 19 ft 5. c - D is the midpoint of Line LM 6. d - trapezoid 7. d - 17,17,17 8. b - the measure of each angle is 120 degrees 9. d - 115 degrees 10. c - h=30, f = 70, g=50 11. d - quadrilateral, irregular 12. c - rhombus 13. a - Lines OU, OR, OT, TR 14. a - Angles D and F 15. b - Line AS 16. b - acute 17. a - 3 18. b - 55 degrees 19. a - 42 degrees 20. Type more in more details, but here is the jist of it four triangles = parallelogram. Inner shaded of shape = Rhombus and Outer Shape= Square. 21. Congruent figures are figures that exactly the same size and shape, you can get it from there. 22. Make this into your own words. Place the compass at one end of line segment. Adjust the compass to slightly longer than half the line segment length. Draw arcs above and below the line. Keeping the same compass width, draw arcs from other end of line. Place ruler where the arcs cross, and draw the line segment. 23. Again, write this in your own words. Shapes are congruent, so you can match up all the sides and angle y. Angle X is congruent with the right angle sign, thus 90 degrees. As we know, if we add up the angles of one corner of a triangle, we always get 180. So take 180 - (Angle Y + Angle X) = Angle W

1. c - 130 degrees 2. c - comp. angle 55.6 degrees and supp. angle 22.2 degrees 3. c - mAngle POS + mAngle ROT=180 4. b - 19 ft 5. c - D is the midpoint of Line LM 6. d - trapezoid 7. d - 17,17,17 8. b - the measure of each angle is 120 degrees 9. d - 115 degrees 10. c - h=30, f = 70, g=50 11. d - quadrilateral, irregular 12. c - rhombus 13. a - Lines OU, OR, OT, TR 14. a - Angles D and F 15. b - Line AS 16. b - acute 17. a - 3 18. b - 55 degrees 19. a - 42 degrees 20. Type more in more details, but here is the jist of it four triangles = parallelogram. Inner shaded of shape = Rhombus and Outer Shape= Square. 21. Congruent figures are figures that exactly the same size and shape, you can get it from there. 22. Make this into your own words. Place the compass at one end of line segment. Adjust the compass to slightly longer than half the line segment length. Draw arcs above and below the line. Keeping the same compass width, draw arcs from other end of line. Place ruler where the arcs cross, and draw the line segment. 23. Again, write this in your own words. Shapes are congruent, so you can match up all the sides and angle y. Angle X is congruent with the right angle sign, thus 90 degrees. As we know, if we add up the angles of one corner of a triangle, we always get 180. So take 180 - (Angle Y + Angle X) = Angle W

1. c - 130 degrees 2. c - comp. angle 55.6 degrees and supp. angle 22.2 degrees 3. c - mAngle POS + mAngle ROT=180 4. b - 19 ft 5. c - D is the midpoint of Line LM 6. d - trapezoid 7. d - 17,17,17 8. b - the measure of each angle is 120 degrees 9. d - 115 degrees 10. c - h=30, f = 70, g=50 11. d - quadrilateral, irregular 12. c - rhombus 13. a - Lines OU, OR, OT, TR 14. a - Angles D and F 15. b - Line AS 16. b - acute 17. a - 3 18. b - 55 degrees 19. a - 42 degrees 20. Type more in more details, but here is the jist of it four triangles = parallelogram. Inner shaded of shape = Rhombus and Outer Shape= Square. 21. Congruent figures are figures that exactly the same size and shape, you can get it from there. 22. Make this into your own words. Place the compass at one end of line segment. Adjust the compass to slightly longer than half the line segment length. Draw arcs above and below the line. Keeping the same compass width, draw arcs from other end of line. Place ruler where the arcs cross, and draw the line segment. 23. Again, write this in your own words. Shapes are congruent, so you can match up all the sides and angle y. Angle X is congruent with the right angle sign, thus 90 degrees. As we know, if we add up the angles of one corner of a triangle, we always get 180. So take 180 - (Angle Y + Angle X) = Angle W