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Inequation:
(x^2+5x)>0
7^(x²+5x)>1
4x²-4x+15≤0
9^(-x)+8*3^(-x)<0
Identical expressions
log0, eight (2x- one)≤log0, eight (3x- four)
logarithm of 0,8(2x minus 1)≤ logarithm of 0,8(3x minus 4)
logarithm of 0, eight (2x minus one)≤ logarithm of 0, eight (3x minus four)
log0,82x-1≤log0,83x-4
Similar expressions
log0,8(2x-1)≤log0,8(3x+4)
log0,8(2x+1)≤log0,8(3x-4)

Solving inequalities/ log0,8(2x-1)≤log0,8(3x-4)

log0,8(2x-1)≤log0,8(3x-4) inequation

The solution

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log(0.0)*8*(2*x - 1) <= log(0.0)*8*(3*x - 4)

$$8 \log{\left(0.0 \right)} \left(2 x - 1\right) \leq 8 \log{\left(0.0 \right)} \left(3 x - 4\right)$$

(8*log(0.0))*(2*x - 1) <= (8*log(0.0))*(3*x - 4)