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We'll post the explanation for the recent AP questions that I have shared.
Only AP students are involved
Best of luck π
Stay tuned π
@kharezmi
We'll try to get other tricky questions that came in today's test Insha'allah
Stay tuned π
Best of luck π
Wish y'all the best in today's test
Good night π΄
@kharezmi
The explanation for that question is the following:]
Note that the required angle (FGH) is in the second quadrant, and a circle has a full round of 2Ο, so whatever the measure of that angle is it should be added to 2Ο(x) + Ο where x is the number of rounds.
Thus, to save time and get the correct choice. The value you'll always get from the given expression is always going to be an odd value multiplied by Ο
Therefore, any odd number is correct for that question
13Ο
31Ο
47Ο
etc .....
Hope it's clear on everyone's side
If its not, feel free to direct message any of the team members we would be glad to help
I hope everyone chose the correct choice π π
Best of luck π
@kharezmi
Good evening everyone βΊοΈ
There was a question in today's test that had a new idea which perhaps didn't come across any of you before.
And I would like to mention it
The question was
Given a unit circle with a center of G(0,0) and point F on the circle with coordinates (1,0) and point H (-1,y). Find the measure of angle FGH in radians.
Note:
Everyone had different correct choice; however, I'll post all possible correct choice with explanation
I hope everyone gets it correct
Best of luck π
@kharezmi
Hope everyone did well in his or her test today π
How was the New Digital Test since that was your first time to face a Digital external test βΊοΈ
Best of luck π
@kharezmi
These are several videos and tips on how to use desmos πππ
Best of luck π
@kharezmi
Tomorrow is the First Offical Digital SAT.
We'll try to send any new notes found for either English or MATH that might help you or be sufficient for tmrw's test
Our Team is really wishing all the best for those who'll write their test tmrw
If anyone needs any help, feel free to contact us π
Best of luck π
@kharezmi
Part B
Justify your answer first before choosing the correct choice
Question #11
Note: the question is missing something; however, all choices are the same so it doesn't matter
