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Simplifying 5(15x + -25) + 15(35x + -55) + 50(45x + 75) = 11350 Reorder the terms: 5(-25 + 15x) + 15(35x + -55) + 50(45x + 75) = 11350 (-25 * 5 + 15x * 5) + 15(35x + -55) + 50(45x + 75) = 11350 (-125 + 75x) + 15(35x + -55) + 50(45x + 75) = 11350 Reorder the terms: -125 + 75x + 15(-55 + 35x) + 50(45x + 75) = 11350 -125 + 75x + (-55 * 15 + 35x * 15) + 50(45x + 75) = 11350 -125 + 75x + (-825 + 525x) + 50(45x + 75) = 11350 Reorder the terms: -125 + 75x + -825 + 525x + 50(75 + 45x) = 11350 -125 + 75x + -825 + 525x + (75 * 50 + 45x * 50) = 11350 -125 + 75x + -825 + 525x + (3750 + 2250x) = 11350 Reorder the terms: -125 + -825 + 3750 + 75x + 525x + 2250x = 11350 Combine like terms: -125 + -825 = -950 -950 + 3750 + 75x + 525x + 2250x = 11350 Combine like terms: -950 + 3750 = 2800 2800 + 75x + 525x + 2250x = 11350 Combine like terms: 75x + 525x = 600x 2800 + 600x + 2250x = 11350 Combine like terms: 600x + 2250x = 2850x 2800 + 2850x = 11350 Solving 2800 + 2850x = 11350 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-2800' to each side of the equation. 2800 + -2800 + 2850x = 11350 + -2800 Combine like terms: 2800 + -2800 = 0 0 + 2850x = 11350 + -2800 2850x = 11350 + -2800 Combine like terms: 11350 + -2800 = 8550 2850x = 8550 Divide each side by '2850'. x = 3 Simplifying x = 3
| H=245t-4.9t^2 | | 8(1.75)+12(1.25)=29 | | (-9x^8+9y^3)(x^9-y^2)= | | 2(x+3)=4+(x-1)+7 | | 8x+12(3-x)=29 | | 3a+5b-7a+2b= | | 8w-12w-18=-62 | | 8(3-y)+12y=29 | | 175.000.00+550.00x=220,650. | | 2450=294t-4.9t^2 | | 67+x=-34 | | 2x+1=5x+11 | | 1680.00x+35,000.00=300.440. | | 5(3+2x)=-25 | | H=98t-4.9t^2 | | 3.25(2)+0.75=y | | 2450=98t-4.9t^2 | | 6(x+5)=3(x+17) | | 3.25(1)+0.75=y | | 32m+11-28m=50+2m-(-1) | | 2450=v | | 3.25(0)+0.75=y | | 53-3x=5-9x | | 3x+14=7x | | 3.25(-1)+0.75=y | | 5z-6=2z-3 | | 6a^2-12a-90=0 | | x-12x-12=6 | | 100=0.3x+5 | | 100=0.3+5 | | 33(17x-16)+44(18x-19)=1200100 | | 3.14(12)(4)= |