Food Network
Who do you have to beat on Beat Bobby Flay?
Bobby Flay
But father...
When can I leave to be on my owwwwwwwwn, I have the whole woooooorld to seeee
Who's name do we chant instead of saying "We're a family?
KONG KONG KONG
1+1
2 (OMG NO WAY)
Who ordered lots and lots of hamburders?
Donald John Trump
Who forgot they fry bread?
Darnell Ferguson
What is Pinocchio's father's name?
Geppetto
Star Lord
√256
16
Who won in the war of Australia vs Emus?
Emus
What team on the Great Food Truck Race jumped into a pool with an hour left in the finals and won?
Just Wing It
What does Tibalt call EVERYONE?
Senors and Senorinas
(No accent because he doesn't deserve them)
What was the first Disney Jr. show?
Jake and the Never Land Pirates
9+10
(If help is needed ask Aaron)
21 (ya stupid)
Who is the only King in a deck of cards without a mustache?
King of Hearts
What are the names of the two people who film Ree Drummond?
Alex and Paige
How many "Skidee"s were performed in the sequence by the window? (Including /12 Skidees)
3.5 Skideez
True or False: 120 = 6!
Who do you love more, Isaac or Aaron?
Both <3
What is Guy Fieri's middle name?
Ramsay
DAILY DOUBLE
What did Pinocchio: A True Story get on Rotten Tomatoes? (± 1%)
Who was the painting supervisor in The Little Mermaid?
Bethann McCoy
If sin2x=22 - 8√7 Prove that 3(Sinx+Cosx+Tanx+Cosecx+Secx+Cotx) = 21
Let sin 2x = k
k = 22- 8√7
k - 22 = -8√7 [Bring 22 to the LHS)
(k-22)² = (-8√7)² [Squaring both sides]
k² - 44k + 484 = 448 [Expanding]
k² - 44k = 448-484 [Bringing 484 to the RHS]
k² - 44k = -36 [Multiply throughout by k]
k³ - 44k² = -36k
k³ - 44k² + 36k = 0 [Bringing -36k to the LHS]
k³ - 49k² +5k² + 8k + 28k = 0 [Rearranging factors]
k³ + 5k² + 8k = 49k² - 28k [Rearranging factors and bring 49k² - 28k to the RHS]
k³ + 4k² + k² + 4k + 4k = 49k² - 28k [Rearranging factors]
k³ + 4k² + k² + 4k + 4k + 4 - 4 = 49k² - 28k [Adding + 4 and -4 to make it a quadratic/polynomial]
k³ + 4k² + k² + 4k + 4k + 4 = 49k² - 28k + 4 [Bringing -4 to the RHS]
k³ + 4k² + k² + 4k + 4k + 4 = (7k - 2)² [Writing 49k² - 28k + 4 in the form of (a-b)²]
(1+k)(k² + 4k + 4) = (7k - 2)² [Factoring LHS]
(1+k)(k + 2)² = (7k - 2)² [Writing k² + 4k + 4 in the form of (a+b)²]
(1+k) = (7k-2)²/(k+2)² [Bringing (k+2)² to the RHS]
(1 + 2sinxcosx) = (7k-2)²/(k+2)² [k = sin2x = 2sinxcosx]
(sin²x + cos²x + 2sinxcosx) = (7k-2)²/(k+2)² [ 1 = sin²x + cos²x and we bring LHS to the form (a+b)²]
(sinx + cosx)² = (7k-2)²/(k+2)²
(sinx + cosx) = (7k-2)/(k+2) [Taking root on both sides]
sinx + cosx = (7k -2)/k / (k+2)/k) [Divide Numerator and Denominator of RHS by k]
sinx + cosx = (7 - 2/k) / (1+2/k)
(sinx + cosx) (1 + 2/k) = 7 - 2/k [Taking (1+2/k) to the LHS]
sinx + cosx + 2sinx/k + 2cosx/k = 7 - 2/k [Multiplying and Expanding]
sinx + cosx + 2/k(sinx + cosx) + 2/k = 7 [Taking Common factor out]
sinx + cosx + 2/k(sinx + cosx + 1) = 7 [Taking Common factor out]
sinx + cosx + 2/k(sinx + cosx + sin²x + cos²x) = 7 [ 1 = sin²x + cos²x]
sinx + cosx + 2/2sinxcos (sinx + cosx + sin²x + cos²x) = 7 [k = sin2x = 2sinxcosx]
sinx + cosx + 1/cosx + 1/sinx + sinx/cosx + cosx/sinx = 7 [Canceling common terms]
sinx+cosx+secx+cosecx+tanx+cotx = 7 [1/cosx=secx,1/sinx=cosecx,sinx/cosx=tan…
Therefore sinx + cosx + secx + cosecx + tanx + cotx = 7
3(sinx + cosx + secx + cosecx + tanx + cotx) = 21
Which country has someone try to sell it on the internet?
New Zealand