 Alt.Khan Available Now
 Notebooks to be submitted on June 11th
 Only 2 more class work grades this year
 Grades for e...
1. -4 + 7 |7v – 6| = 52
Final Exam Review:
|ABSOLUTE VALUE |
2. |9 + 4X| + 2 = 11
Final Exam Review:
Graph the following:
Final Exam Review:
Final Exam Review:
Compound Inequalities:
Final Exam Review:
Word Problems:
Mixture, Coin, Work, Distance
Mixture Type Problems
A store mixes some candy worth $3.50 a pound with
other candy costing $1.00/lb. There are 10 more pounds of
the cheaper ca...
Mixture Type Word Problems:
Redtop
$9.50/ lb
40 lbs.
$9.50(40)
Mixture
$10.50/ lb
60 lbs.
$10.50(60)
Bluegrass
x
100 lbs.
...
Gourmet
$8.00/ lb
10 lbs.
$8.00(g)
$6.00/ lb
Regular
$6.75/ lb
g lbs. (10 - g) lbs.
$6.00 (10 - g)
Mixture
$6.75(10)
g = 3...
June 6th, 2014
June 6th, 2014
June 6th, 2014
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June 6th, 2014

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June 6th, 2014

  1. 1.  Alt.Khan Available Now  Notebooks to be submitted on June 11th  Only 2 more class work grades this year  Grades for every test this quarter are posted at v6 math  Warm-Up:
  2. 2. 1. -4 + 7 |7v – 6| = 52 Final Exam Review: |ABSOLUTE VALUE | 2. |9 + 4X| + 2 = 11
  3. 3. Final Exam Review: Graph the following:
  4. 4. Final Exam Review:
  5. 5. Final Exam Review: Compound Inequalities:
  6. 6. Final Exam Review:
  7. 7. Word Problems: Mixture, Coin, Work, Distance Mixture Type Problems
  8. 8. A store mixes some candy worth $3.50 a pound with other candy costing $1.00/lb. There are 10 more pounds of the cheaper candy than the more expensive one. The total value of the mixture is $28. How many pounds of each type of candy are there? Expensive $3.50/ lb x lbs. 3.5x Cheaper $1.00/ lb x + 10 lbs. 1(x + 10) Mix + = 3.5x + 1.0x +10 = 28 x = 4; x + 10 = 14 $28 Mixture Type Word Problems:
  9. 9. Mixture Type Word Problems: Redtop $9.50/ lb 40 lbs. $9.50(40) Mixture $10.50/ lb 60 lbs. $10.50(60) Bluegrass x 100 lbs. 100x $9.50(40) + $10.50(60) = 100x x = $10.10
  10. 10. Gourmet $8.00/ lb 10 lbs. $8.00(g) $6.00/ lb Regular $6.75/ lb g lbs. (10 - g) lbs. $6.00 (10 - g) Mixture $6.75(10) g = 3.75; r = 6.25

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