Algebra 2 Math Games
Algebra 2 help?
1. Simplify 2x ^ 2 (3xy) (x ^ 3y) / (x ^ 2y) ^ 2 2. Factor the polynomial completely: 2-49 m ^ 3. Factor the full polynomial: 6b ^ 2 +5 b-4 April issue of Word. In a college basketball game, the turnstile count showed 17 406 people paid entry. The total cash received was $ 133,372. Reserved tickets are $ 10.00 each and general admission tickets are $ 6.00 each. Without actually counting ticket stubs, how many paid admission tickets booked? Can someone please help me with these math problems … please and thank sfa I have a test this morning …..
1. Simplify 2x ^ 2 (3xy) (x ^ 3y) / (2y ^ X) ^ 2 Same as (2 * 3 * x * x * x ² ³ * y * y) / [(x ²) ² * * and ² 2 ²] 6 (x ^ 6) ² / 4y ² 4x ^ Same as (06/04) * (X ^ 6 / x ^ 4) * (y ² / a ²) 3.2 * x 3x ² * 1 ² / 2 2. Factor the polynomial full: m ^ 2-49 Difference of two squares: (m-7) (m 7) 3. factor the polynomial completely: 6b ^ 2 +5 b-4 Use the quadratic formula: x = [-b ± √ (b ² - 4ac)] / 2a a = 6, b = 5, c = (-4) x = (-5 ± √ [5 ² - 4 * 6 * (-4)]) / (2 * 6) x = (-5 ± √ [25 – (-96)) / 12 x = (-5 ± √ 121) / 12 x = (-5 ± 11) / 12 x = (-5 + 11) / 12 or x = (-5 to 11) / 12 x = 6 / 12 ox = -16/12 x = 1 / 2 or -4 3 / Word Problem 4. In a college basketball game, the turnstile count showed 17 406 people paid entry. The total cash received was $ 133,372. Reserved tickets cost $ 10.00 each and general admission tickets are $ 6.00 each. Without actually counting ticket stubs, how many paid for admission tickets booked? Let x = Reserved tickets and discount on tickets and general tickets x + y = x = 17406 or 17 406 – 10x + 6y = 10 133.372 (17.406 – Y) + 6y = 133 372 174 060 – 10y + 6y = 133 372 174060-133372 = 4y-4y = 40 688 y = 10 172 general admission tickets x = 17 406 – x = 17406-10172 = 7234 x reserved tickets
Strong Bad Episode 2 Extra 2: Math Kickers.
