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Simplifying 5s + 6s = 55 Combine like terms: 5s + 6s = 11s 11s = 55 Solving 11s = 55 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Divide each side by '11'. s = 5 Simplifying s = 5
| 48x+6y=30 | | x/13=-14 | | r^2+2r=-50 | | 7.7x=69.3 | | -2.5=-m | | -x^2-4x+1=y | | (4x-2)(4x-2)-36x^2=0 | | a*a-42=a | | x^2-5x=-9 | | [8(5-4)-7]-[2-(8-1)]= | | 3(t-4)+7t=5(2t+4)-11 | | 39.6=8.4T-0.3T^2 | | 3p+4q-8(3p-5q+6r)= | | 10=5.5+(.55x-5.5) | | xy+y^2-x= | | 47=x+1 | | 47=1 | | 7h+2j-9(7h-4j+4k)= | | 64=3x-2 | | 64x=3-2 | | 6(x+3)=108 | | 16ft^2=196 | | 16-7*12-7= | | 3x+1=6x-1 | | 4t^2-7t-1=0 | | x/3x-5=-1 | | 9h+6j-4(9h-4j+7k)= | | 6-5x=x | | t=974*14691+14693 | | 50=.5(7x)+1.5(7x)+7x | | 4p+6q-2(4p-7q+9r)= | | t=974x+14693 |