Guess the famous street artist!
Food & recipes from around the world!
Rach's music!
Nick's Numeracy: 2D Shapes!
100

Who created me?

 

HINT: My name rhymes with 'Peppered Mary'

A: 

Shepard Fairey!

100

Which Flatbread is served with nearly all Ethiopian meals?


A) Injera

B) Lavash

C) Naan

D) Chapati

ANSWER:

A) Injera

Injera is the Ethiopian flatbread that’s so perfect for scooping up your favorite Ethiopian dishes and mopping up all of those flavorful juices and sauces.

100

Which Logic Pro feature allows you to correct pitch in a recorded vocal performance?

A) Flex Time
B) Flex Pitch
C) AutoTune plugin
D) Region Gain

Answer:

B) Flex Pitch

100

What's that 2D shape?

A round, closed shape where all points are equidistant from a central point (the center). 

ANSWER:

A circle!

BONUS POINTS: Can you identify the object that is catfishing as a circle?


200

Who created me?

HINT: I am French and like to 'invade' spaces with my street art.

A: Invader!

OR

Space Invader!

200

Where did 'fortune cookies' originate?


A) Shanghai, China

B) San Francisco, USA

C) Beijing, China

D) Tokyo, Japan

ANSWER:

B) San Franciso, USA!

Despite its popularity as the traditional end to a Chinese dinner, this cookie was invented in San Francisco by a Japanese chef. 


200

How can you quickly loop a section of your song in Logic Pro?

A) Select the region and press L

B) Drag the top-right corner of the region until the loop symbol appears

C) Press Command + Shift + L

D) Double-click the region and select "Loop Region"

ANSWER:

B) Drag the top-right corner of the region until the loop symbol appears.


200

What's that 2D shape?

A closed polygon with three sides, three vertices (corners), and three angles. 

ANSWER:

A triangle!

BONUS POINTS: Can you identify the object that is catfishing as a triangle?


300

Who created me?

HINT: I created a fake bank-note...

A: 

Banksy!

300

What fruit is also called the 'Chinese Gooseberry'?

A) Kiwifruit

B) Dragon-fruit

C) Lychee

D) Durian

ANSWER:

A) Kiwifruit

Kiwifruits come from China originally, but now New Zealand produces most of them! They got this nickname not because they're related to gooseberries in any way but because they taste like them.


300

Which of the following songs was produced by Buddah Bless and features Young Thug?

A) "Out West" by JackBoys and Travis Scott

B) "Pass Out" by Quavo

C) "Don't Stop" by Megan Thee Stallion

D) All of the above

ANSWER:

D) All of the above!


300

What's that 2D shape?

A quadrilateral with four equal sides and four right angles (90 degrees). 

ANSWER:

A square!

BONUS POINTS: Can you identify the object that is catfishing as a square?


400

Who created me?


HINT: Hee Hee Meow!

A:

Pam / Goodbirdart / Pam the Bird

400

What inspired the name of the Australian and New Zealand classic dessert, 'Pavlova'?


A) A ballet dancer

B) How much people loved it

C) A Russian astronaut

D) A cloud

ANSWER:

A) A ballet dancer

A Russian ballet dancer named Anna Pavlova travelled around Australia and New Zealand, and the dish was named in her honour! It is hotly debated where the dish comes from.

400

In the song "Untouchable," NBA YoungBoy reflects on his struggles and determination, rapping: "I gotta make up for all them nights that my momma cried / I'm going in, I'm putting everything on the ____."

What is the missing lyric?

A) grind
B) line
C) time
D) mind

ANSWER:

B) line

400

What's that 2D shape?

A quadrilateral with four sides, where opposite sides are equal in length and all angles are right angles. 

ANSWER:

A rectangle!

500

Who created me?

HINT: I'm Andre the Giant

A:

Shepard Fairey!

500

List 2 countries where 'Ful Medames' a national dish!


ANSWER: Sudan and South Sudan!

Although 'Ful Medames' is a national dish across Sudan and South Sudan, it is believed the dish might have originated from Ancient Egypt!



500

Which drill artist was once a classmate of fellow rapper Juice WRLD in high school?

A) Lil Durk
B) Polo G
C) G Herbo
D) King Von

ANSWER:

D) King Von

500

What's that 2D shape?

A polygon with 1 million sides.

ANSWER:

A megagon!