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Simplifying ln(price) = -1.423 + 1.5Ln(15) Multiply ln * ceipr ceilnpr = -1.423 + 1.5Ln(15) Reorder the terms for easier multiplication: ceilnpr = -1.423 + 1.5 * 15nL Multiply 1.5 * 15 ceilnpr = -1.423 + 22.5nL Solving ceilnpr = -1.423 + 22.5nL Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Divide each side by 'eilnpr'. c = -1.423e-1i-1l-1n-1p-1r-1 + 22.5e-1i-1l-1p-1r-1L Simplifying c = -1.423e-1i-1l-1n-1p-1r-1 + 22.5e-1i-1l-1p-1r-1L
| 20y+5=49 | | x=x*0.945+550 | | -60=-11x+50 | | ln(price)=1.5*Ln(15) | | -24=5x+26 | | 3054-12x=1530 | | 72+(36-8)=X | | 9x-x=5128 | | -29+8m=-3(-4+7) | | -3x+35=-13 | | (2n-5)+(-m-2)1=3-7(1) | | x-11x=0 | | Ln(price)=-1.423+Ln(15) | | 32x+1=4x+17 | | 2000=(X-89) | | 4y+2+5=19 | | 2d^2+4000d-2011627=0 | | 2c=4-16 | | 2m+(3n+1)*1=6+-8(1) | | 24=-3z+2 | | 4x-9+4x-9+x=180 | | 9a^4b^5-54a^5b^4=0 | | 2m+(3n+1)*i=6+-8i | | 100x^2+64=0 | | 41=9x-22 | | ln(price)=Ln(15) | | 21=7z | | -24=-3y-15 | | 36=6x-66 | | 3k-5k+7k= | | X=(16+5) | | 23+4x=63 |