For further studies on #indices or #exponents, kindly click the link kzbin.info/aero/PLVcWSTbc_4a2KQ1Idw16KWU-PBlWmJMdH&si=eK-S0qvB2PP5kXbU
@onlinemathsexpoКүн бұрын
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@onlinemathsexpoКүн бұрын
Thank you and see you in our next tutorial
@jossamkamchanda9290Күн бұрын
Super intelligent!
@onlinemathsexpoКүн бұрын
Oh! Thanks a lot 🎉
@onlinemathsexpoКүн бұрын
Hello amazing friends and welcome back 🎉🎉❤❤
@tomquail6959Күн бұрын
Practice makes perfect. The simplification to y is tricky. I would need to practice this through more examples. The clue is to know the laws of indices, exponents and logarithms and when and how to use them. Thank-you for this example which was/is challenging.
@onlinemathsexpo21 сағат бұрын
@@tomquail6959 Amazing and thank you for engaging. We promise to expose more Tips 🙏🏆🏆🏆🏆
@titustarhemba4678Күн бұрын
Your explanation is always very clear, thanks and remained blessed.
@onlinemathsexpo21 сағат бұрын
@@titustarhemba4678 Amen and God bless you too 🙏
@MercyCosmas-z3bКүн бұрын
Great teacher, keep it up
@onlinemathsexpo21 сағат бұрын
@@MercyCosmas-z3b Thanks alot 🙏
@wes9627Күн бұрын
My take. Divide the given equation by 10^x: (4/10)^x-7+10(25/10)^x=(2/5)^x-7+10/(2/5)^x=0. Substitute y=(2/5)^x: y-7+10/y=0. Multiply by y: y^2-7y+10=0. Solve for y: y=(7±3)/2=5 or 2. Solve for x: x=ln2/ln(2/5) or x=ln5/ln(2/5)
@onlinemathsexpo21 сағат бұрын
@@wes9627 Amazing contributions. Thank you
@onlinemathsexpoКүн бұрын
For further studies on #matholympiad exponential equations, kindly click the link kzbin.info/aero/PLVcWSTbc_4a2v3prPWnDhJSi--js_DBbw&si=IdxDGSSOIAKAKJyx