7.3 hw – solving equations with variables on both...

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Name: _________________________________________ Period: _______ 7.3 HW – Solving Equations with Variables on Both Sides Tell which term you would add or subtract on both sides side of the equation so that the variable is only on one side. 1. 7x 1 = 2x + 5 2. 3y + 1 = 4y 6 _______________________________________ ________________________________________ 3.10 y = 2y + 3 4. 6x + 2 = 1 x _______________________________________ ________________________________________ Solve. 5. 3a 10 = 4 + a 6. 5y + 4 = 4y + 5 7. b + 3 = 2b 7 _______________________ ________________________ ________________________ 8. 2x 1 = x 3 9. 2w + 3 = 4w 5 10. 6n + 4 = n 11 _______________________ ________________________ ________________________

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Page 1: 7.3 HW – Solving Equations with Variables on Both Sidesmrsgriggsclassroom.weebly.com/uploads/8/5/8/0/... · 7.3 HW – Solving Equations with Variables on Both Sides Tell which

Name: _________________________________________ Period: _______

7.3 HW – Solving Equations with Variables on Both Sides

Tell which term you would add or subtract on both sides side of the equation so that the variable is only on one side. 1. 7x − 1 = 2x + 5 2. 3y + 1 = 4y − 6

_______________________________________ ________________________________________

3.10 − y = 2y + 3 4. 6x + 2 = 1 − x

_______________________________________ ________________________________________

Solve. 5. 3a − 10 = 4 + a 6. 5y + 4 = 4y + 5 7. b + 3 = 2b − 7

_______________________ ________________________ ________________________

8. 2x − 1 = x − 3 9. 2w + 3 = 4w − 5 10. 6n + 4 = n − 11

_______________________ ________________________ ________________________

Page 2: 7.3 HW – Solving Equations with Variables on Both Sidesmrsgriggsclassroom.weebly.com/uploads/8/5/8/0/... · 7.3 HW – Solving Equations with Variables on Both Sides Tell which

11. 19m

5 −

35

= 1.4 − m5

12. 11 − t2

= t3

− 14 13. 29r + 4 = 28 + 13r

_______________________ ________________________ ________________________

14. The difference of four times a number and five is the same

as three more than twice a number. Find the number. ___________________ 15. Fifteen more than twice the hours Carla worked last week

is the same as three times the hours she worked this week decreased by 15. She worked the same number of hours each week. How many hours did she work each week? ___________________