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6.3
 Mr. Fong bought a horse for $50.
 He sold the horse to Ms. Stewardson for $60.
 He missed the horse so he bought it back
from Ms. Stewardson for $70.
 Ms. Stewardson wants the horse back. She’s
offering to by it for $80. Should Mr.Fong
sell? Will he make money or lose money?
3 + y = 6
k - 4 = 9
4n = 12
-3x = 9
2z + 3 = 7
Algebra equations with fractions
 A fair comes through Port Moody. You buy
some tickets for rides.
 You share your tickets with 2 friends so that
you each have 9 tickets.
 How many tickets did you have to begin with?
 We’ll say t represents the number of tickets
you started with. Try to create an equation.
 My equation: t = 9
3
 Brainstorm: how can we isolate t ?
 Remember that 3 = 1
3
 If we multiply both sides by 3, we’ll get:
(3) t = (9)(3)
3
 Which means t = 27. Verify the solution.
d = 4
5
k = 2
6
m = - 6
-3
w - 3= 7
2
One Step Equations – Take 2
Math Makes Sense P. 336-337
# 3-8, #10

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Lesson 3 power point

  • 1. 6.3
  • 2.  Mr. Fong bought a horse for $50.  He sold the horse to Ms. Stewardson for $60.  He missed the horse so he bought it back from Ms. Stewardson for $70.  Ms. Stewardson wants the horse back. She’s offering to by it for $80. Should Mr.Fong sell? Will he make money or lose money?
  • 3. 3 + y = 6
  • 4. k - 4 = 9
  • 7. 2z + 3 = 7
  • 9.  A fair comes through Port Moody. You buy some tickets for rides.  You share your tickets with 2 friends so that you each have 9 tickets.  How many tickets did you have to begin with?  We’ll say t represents the number of tickets you started with. Try to create an equation.
  • 10.  My equation: t = 9 3  Brainstorm: how can we isolate t ?  Remember that 3 = 1 3  If we multiply both sides by 3, we’ll get: (3) t = (9)(3) 3  Which means t = 27. Verify the solution.
  • 13. m = - 6 -3
  • 14. w - 3= 7 2
  • 15. One Step Equations – Take 2 Math Makes Sense P. 336-337 # 3-8, #10