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Question Number 190907 by mustafazaheen last updated on 14/Apr/23
how is explanotory solution  4^(x^2 +3x+2) +4^(x^2 +3x+7) =4^(2x^2 +6x+9) +1  x=?
howisexplanotorysolution4x2+3x+2+4x2+3x+7=42x2+6x+9+1x=?
Answered by Frix last updated on 14/Apr/23
4^((x+1)(x+2)) +4^((x+1)(x+2)+5) =4^(2(x+1)(x+2)+5) +1  t=4^((x+1)(x+2))   t+4^5 t=4^5 t^2 +1  t^2 −((1025t)/(1024))+(1/(1024))=0  (t=(1/(1024)))∨t=1  x∈R: x=−2∨x=−1  (x∉R: x=−(3/2)±((√(19))/2)i)
4(x+1)(x+2)+4(x+1)(x+2)+5=42(x+1)(x+2)+5+1t=4(x+1)(x+2)t+45t=45t2+1t21025t1024+11024=0(t=11024)t=1xR:x=2x=1(xR:x=32±192i)

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