Natagalan ako sa paghahanap ng video na maiintindihan ko talaga yung solving of exponential equation, I'm glad na nakita ko 'to. Thank you, Sir! Ang clear ng pagka explain niyo❤
Thank you sir.. for sharing... God bless 🙏🏼🙏🏼🙏🏼🙏🏼🙏🏼 More blessings... YOUR VIDEOS helps alot to YZAVELLE on her Mathematics subject. Actually she got 96 on her final grade.☺️🙏🏼💯 ( Very proud of her) Salamat sir.... Wish you more subscribers to come.🙏🏼 P.s. Yzavelle said Kung kagaya mo lang raw Ang LAHAT ng teacher mag explain LAHAT daw ng studyante puro pasado!☺️
Thank u po for the tutorial teacher gon. Nakatulog kasi ako sa klase and I dont know how to solve, buti nlang nakita ko itong video. And new subscriber po here
Dude! The titles of your videos should note that these lectures are in two languages. Even if I try to follow what you're saying or trying to say, not only am I trying to figure out the lecture, but now another language. Another thing you could have is English captions so anyone who doesn't understand the mixture of language can follow betterrrrrrrrrrrrrr.
I'm gonna help u with this so 4^x-1 = 1/64 The 4 is the base which means it can go as a power in any number in the equation. so 4^x-1=1/the index of 64 which is 1/4^3 Therefore 4^x-1=1/4^3 so let's make them equal or on the same way they can both divide the base which is 4 Therefore 4^x-1=4^-3 so both of the number 4 can cut or divide each other Therefore 4 and 4 cut each other then if becomes x-1=-3 Then solve the linear equation which is x=-3+1 x=-2 as the final answer. Hope you got this right even after 10 months
Thank you po sir naintindihan ko po ito keysa sa module ko, pero paano po yung sa number 1 and 3 yung dinivide niyo po sa 2 yung sa number 1 para makuha final answer tapos sa number 3 naman po 5 yung dinivide niyo, naka depende po ba sa number sa kabilang side yung ididivide? Hindi po ba lahat 2 lang ang pwede idivide?
Good morning sir antaas ng grade kopo dahil sayo,sir pa help naman po ngayun lang po kasi sila nag bigay ng module yung math po grade 6 may napost kana po module 1
