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((x-2)/3) + 2 = 6
x=14
((2x+8)/5) - 7 = 1
x=16
1=(3x/4)+7
x=-8
A triangle has base (2x+9) cm and height 4 cm. Its area is 42 cm2. Find the value of x and hence the base of the triangle.
Base = 21cm
Ben is x cm tall. Talia is 8 cm taller than Ben. Belle is 2cm shorter than Ben. Their mean height is 160 cm. Find Ben’s height.
x=158 cm
Solve (2x-6)/2 + (x+1)/5 = 8
x=9
SolveĀ (x+7)/4 + (3x+1)/2 = -3
x=-3
SolveĀ (x-8)/3=7x/9
x=-6
SolveĀ (9(4x-1))/2x=15
x=3/2
SolveĀ (11-w)/5 = 3+w
w=-2/3
SolveĀ (10x-1)/7 = 8
x=57/10
SolveĀ (2x+1)/5 = 3/8
x=7/16
SolveĀ (4x+9)/15 - (x-3)/5 =1
x=-3
SolveĀ (x-1)/4 - (x+3)/2 = -4
x=9
SolveĀ (2x-1)/9 + (x+2)/3 = 0
x=-1
SolveĀ (x+1)/(x+4)=3
x=-5.5
SolveĀ (5x-24)/(x-4)=3
x=6
SolveĀ (x+7)/(x-3)=-4
x=1
SolveĀ (3x+8)/(9-x)=-2
x=-26
SolveĀ (x+17)/5=x+1
x=3
SolveĀ 4x-9=(2x+3)/3
x=3
SolveĀ (9-x)/2=x+3
x=1
SolveĀ (15-2x)/3 = 2x-3
x=3
SolveĀ (24-3x)/12 = 5
x=-12
SolveĀ (100-5x)/3 = 30
x=2
SolveĀ (29-2x)/3 = 5
x=7
SolveĀ (7x-12)/3 = -25
x=-9
SolveĀ (3x-4)/7 = -4
x=-8
SolveĀ (x/6) - 2 = -8
x=-36
SolveĀ (x/2) - 5 = 9
x=28
SolveĀ x/4 + 1 =9
x=32
SolveĀ (x-2)/7 = 6
x=44
SolveĀ (w-4)/3 = 2
w=10
SolveĀ (x+1)/2 = 3
x=5
SolveĀ 2x/5 = 4
x=10
SolveĀ 2a/3 = 6
a = 9