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6 3 3 6 The puppy has ___ toys. Base: 3 x 2, Height: 4 LxWxH 24 Hospital Library Store Park Bank ½ divided by 4 ½ 4 ½ x ¼ = 1/8 1/8 20 20 20 What does each box highlighted box equal? Answer: 30% of 200 is 60 60 Could we use simple percents to solve? X words : 5 minutes 180 words : 2 minutes = ______ UNIT RATE: 90 words per minute. Carl types 450 words in 5 minutes. Step 1: Add 5 to both sides. Step 2: Divide both sides by -3. Step 3: Reverse the inequality symbol. +5 +5 __ <__ -3x 3 -3 -3 x > -1 REMEMBER: Area of Triangle ½ x B x H How many triangles are there? Are the triangles the same size or different sizes? Triangle BFC ½ x 8cm x 15cm 60cm2 Triangle DFC ½ x 8cm x 15cm 60cm2 Triangle AFB ½ x 6cm x 8cm 24cm2 Triangle AFD ½ x 6cm x 8cm 24cm2 Can you think of another way to solve? 168 Interpret: _____ 113 degrees Fahrenheit (F) is equal to ____ 45 degrees Celsius (C) F C What term are you substituting ? ___ What term are you solving for ? ___ C = 5/9 (113-32)C = 5/9(81) C = 45 o ½ cup apple juice : __________________ ¼ cup cranberry juice ________________ ? cup apple juice : 1 cup cranberry juice 2 cups apple juice 5 How many packs of gum will put Kelly’s total at $100 or more? _____ The difference of $82.11 & $80.44 Clothes only: $96.60 x 0.85 (15% discount) = $82.11 Clothes + Gum: $96.60 + ($0.79 x 5 packs gum) = $100.55 $100.55 x 0.80 (20% discount) = $80.44 Kelly actually saved money by spending more before the discount. Scores for Games 6 and 7 are just samples. Many solutions are possible. 20 Focus on Games 1-5 first. 16 14 6 10 14 4 GOAL: Find a value for Games 6 and 7, that will keep the average number of points at 12, the median number 14, but will have range greater than 10. Games 1 through 5 ONLY Mean (average) (14+6+10+16+14) divided by 5 Mean (average) = 12 Median (order numbers least to greatest) 6, 10, 14, 14, 16 Median = 14 Range (difference of largest and smallest number in set) 16 - 6 Range = 10 Games 6 and 7 ONLY Points must be exactly 24 total Middle Value: 14 __, __, __, __, __, __, __ Range One score must be <6 AND/OR >16