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Simplifying 2400 = (p)[1 + (0.02573)(0.1388888889)] Multiply 0.02573 * 0.1388888889 2400 = p[1 + 0.003573611111] Combine like terms: 1 + 0.003573611111 = 1.003573611111 2400 = p[1.003573611111] Reorder the terms for easier multiplication: 2400 = 1.003573611111p Solving 2400 = 1.003573611111p Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Add '-1.003573611111p' to each side of the equation. 2400 + -1.003573611111p = 1.003573611111p + -1.003573611111p Combine like terms: 1.003573611111p + -1.003573611111p = 0.000000000000 2400 + -1.003573611111p = 0.000000000000 Add '-2400' to each side of the equation. 2400 + -2400 + -1.003573611111p = 0.000000000000 + -2400 Combine like terms: 2400 + -2400 = 0 0 + -1.003573611111p = 0.000000000000 + -2400 -1.003573611111p = 0.000000000000 + -2400 Combine like terms: 0.000000000000 + -2400 = -2400 -1.003573611111p = -2400 Divide each side by '-1.003573611111'. p = 2391.453874 Simplifying p = 2391.453874
| A=2400[1+(0.02573)(0.1388888889)] | | 112=8m | | -28+7x/28/16/16-4x | | -92=350+25p | | 144/12 | | 6s^2-14s=0 | | 416.71688=(2974)(r)(226/360) | | 3r+5(7-5r)=-40+3r | | 416.71688=(2974)(r)(113/180) | | 37-x=10 | | 62*21=a | | 1/2n=16 | | 8-1/2m=16 | | 6221-952+401-1050=p | | -21x+37=0 | | 4.7x=3.6 | | 321-78+7=n | | 69.38=(1225)(r)(59/180) | | 3(5)+-2+3= | | 89+7+3*17=x | | x^2-18x+270=0 | | 4(1/2)= | | 3n+8=35 | | -2(1/3)= | | 20.8=-5.26 | | (x^-1y^1/2)^-1/3/x^1/5y^-1/2 | | 1.5(x+8)=4.8+0.6x | | 29x-97=-10 | | 67=(1457)(r)(0.4638888889) | | 20x^3/5x | | -x-3y=-30 | | y*2200*12=12*(y+5)*.8*2200 |