Check the 1st comment 👇👇

Solution The equation on the board is: 4x−1=644^{x – 1} = 644x−1=64 Step 1: Rewrite both sides using powers of 2. 4=22,64=264 = 2^2,\quad 64 = 2^64=22,64=26 So: 4x−1=(22)x−1=22(x−1)4^{x – 1} = (2^2)^{x – 1} = 2^{2(x – 1)}4x−1=(22)x−1=22(x−1) Thus: 22(x−1)=262^{2(x – 1)} = 2^622(x−1)=26 Step 2: Set exponents equal: 2(x−1)=62(x – 1) = 62(x−1)=6 x−1=3x…

Read More
Back To Top