Great explanation, I’m 56 , and hated algebra in high school. But with these easy explanations it’s easy to understand so I can help my teen son do his homework. Just wish he would have been my teacher so many years ago! Thank you!
The Pythagorean Theorem doesn’t apply here as we don’t know if this is a right triangle. Also, the perimeter formula for a triangle is P = a + b + c which the problem is referring to. Thanks 4 the inquiry!
For the last problem, why does it say 189ft. when it says in the problem 189ft. higher than the light of the lighthouse? Would it then supposed to be 189+(a variable)? Hope you can attend to my question :)
We're starting at the sailer's line of sight. The light in the lighthouse is 189ft higher than his line of sight. Therefore, you only need to label the light in the lighthouse as being 189ft taller than where the sailer is.
Thanks a lot for your explanation sir! Though I've ques. If the problem says that the area is 14cm^2 and perimeter is 18 metres. Find the dimensions. Then in this case what to do?
Write two equations using L for length and W for width. The first equation will represent the area of the shape (for instance, a rectangle). The second equation is for the perimeter of the “rectangle”. Once you have these two equations, use substitution to solve for both dimensions.
Sorry, Mr. Whitt. Your solution is incorrect. The supplement of an angle is "180 - the angle". Thus - (x + (180-x)) = 180 degrees. So, the correct answer to the question is "45 degrees".
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Great explanation, I’m 56 , and hated algebra in high school. But with these easy explanations it’s easy to understand so I can help my teen son do his homework. Just wish he would have been my teacher so many years ago! Thank you!
Thanks 4 the kind words and feedback John! Good luck helping your son! 👨🏾🏫😁
Honestly wish this was my math teacher, thank you!
I like this guys I totally understand now
Cool this was our topic this morning, then when I scrolled down to see the next video I saw "Age Problems" which is our topic the next week. Thanks...
youre the funniest math teacher! 😂😂😂
very helpful bro thx i might be late to ur video but thanks again compandre
This helped me understand a lot for Geometry Problems! I feel ready for my Math Exam tommorow! Thank you.
Awesome! Good luck on your exam Kyle!
How did it go?
I'm very grateful. Thank you!
Your video is great and damn that voice!! You should be a News reporter🤩
Thank you so much for making these fabulous videos! I am more confident to rock the next exam!
Awesome Naida! Good luck on your next exam!
hahahaha i am laughing so hard falling off my chair, the intro is hilarious, OMG!
i like this guy!!! thank you so much sirrr... god bless you.. having fun while studying
The only tricky part with these kinds of problems is the translation. Dang it man
Keep doing this
ITS is very useful
Wow this helped me so much man. Perfect difficulty for me
Happy 2 help Victor!
so helpful for my midterm exam, thanks a lot😭
Our pleasure Angelic! Good luck on your midterm exam!
Angelic Salonga i
Helpful to both students and teachers. Thanks a lot.
You're welcome Nama! Thanks 4 watching!
Thank you! Your channel will help me out do really good on the ASVAB Test.
Thank you I undertand this video, ready na po ako bukas para sa laban namin sa laban, thank you
You're very welcome! Thanks 4 watching!
peace- 멋집니다. 간결한 설명 최고. ( concise and easy to understand explanation) peace
Thanks Tango! Doing my best over here! Peace!
Just like that ladies and gentlemen!!
So helpful thx
Happy 2 help Aashna! 👨🏾🏫😀
Thanks fbt . Nice video I understood where I was going wrong ..... thank uuuuu.
+Chandrakala Palekar You're very welcome Chandrakala! Happy 2 help!
Its very clear to me and I enjoyed it thanks
This will help me in my midterms!!!
Happy 2 help McGem! Thanks 4 the feedback!
You sir, are a God Send. Thank You! Mr. Witt :)
+Brian Davis Happy 2 help Brian! Thanks 4 watching!
Sorry Mr. Whitt, just realized I spelled your name wrong in the previous comment. Thanks again
+Brian Davis Hey Brian! I appreciate the "Respekt" on my name! ;-)
It help to do my homework Thanks Fbt
On the second problem, isn’t it supposed to be a^2+b^2=c^2? Instead of a+b+c? Or is that just for a right triangle
The Pythagorean Theorem doesn’t apply here as we don’t know if this is a right triangle. Also, the perimeter formula for a triangle is P = a + b + c which the problem is referring to. Thanks 4 the inquiry!
thanks a lot in this video
+tintin 23 You're very welcome TinTin! Thanks 4 watching!
Going to learn from WP6 to WP8 tomorrow hopefully.
Sounds good! I'll be here waiting on you! :-)
Well done.
+Michael Feliu Thanks Michael!
In 3rd problen it was asked how large the angles are. . N u didn't tell how they are large?
For the last problem, why does it say 189ft. when it says in the problem 189ft. higher than the light of the lighthouse? Would it then supposed to be 189+(a variable)? Hope you can attend to my question :)
We're starting at the sailer's line of sight. The light in the lighthouse is 189ft higher than his line of sight. Therefore, you only need to label the light in the lighthouse as being 189ft taller than where the sailer is.
Fort Bend Tutoring Now I see, Thanks! :)
Do you guys have an app for us to try these problems ourselves??Great vid tho!Keep it up!
+BubbleGum Gamer Not at this time BGG! Thanks 4 the support!
There are no problems, only solutions waiting to be discovered.
Hi There...Nice😁👨🏾🏫
Came back and solved all the questions almost
+Tango Siera Great job! Keep up the fantastic work!
Wow, Thanks for the quick reply! I put up a question on WP6
+Tango Siera Ok
Thanks a lot for your explanation sir! Though I've ques. If the problem says that the area is 14cm^2 and perimeter is 18 metres. Find the dimensions. Then in this case what to do?
Write two equations using L for length and W for width. The first equation will represent the area of the shape (for instance, a rectangle). The second equation is for the perimeter of the “rectangle”. Once you have these two equations, use substitution to solve for both dimensions.
When I calculate 189/tan(15), the result is -220.7960946 so how come the answer of that is 705ft? Please explain to me. Thanks.
Your angle measurements are in radians instead of degrees. Change your calculator's mode from radians to degrees.
Thanks for explanation!😁😁😁
+Rovilyn Leria Happy 2 help!
Great video. But you should've given "cotangent" a chance to shine in the last problem. 😁
+Bill Y. True! Lol Thanks 4 watching Bill!
I need to know how to do a parallel and perpendicular problem to 90 degree forming and intersection of a parallel of two points
This may help: 🔵 Writing Linear Equations: Parallel and Perpendicular Lines Live [fbt] ruclips.net/video/3D9DS5Yzpy0/видео.html
THANK YOU!!! :)
+Chelsea Garner You're extremely welcome Chelsea! Thanks so much 4 watching! I really appreciate it! :-)
what computer do you use(tablet）？
+ChunFang Xu Apple iPad Air
Fort Bend Tutoring thanks u
Will that last problem be on the asvab ?
+Devonte Mclendon No
Problem number one is wrong, the width should be 19
SO HEEEREEEE *LADIESnGENTLEMEN*
Lol! Thanks 4 the support Ken!
Most welcome 👊
👊🏾
Sorry, Mr. Whitt. Your solution is incorrect. The supplement of an angle is "180 - the angle". Thus - (x + (180-x)) = 180 degrees. So, the correct answer to the question is "45 degrees".
the love has been given john 3:16
do not let it pass you
lovr is patient
it is waiting for you
Sorry for my last comment. I neglected to look further before I commented. I apologize.
No problem! Thanks 4 watching!