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(x+7)/(x-5)+(3x+1)/(2)>=0...

(x+7)/(x-5)+(3x+1)/(2)>=0

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The solution of the inequality ((x+7)/(x-5)+(3x+1)/(2) ge 0 is

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The solution of the inequality ((x+7)/(x-5)+(3x+1)/(2) )ge 0 is

(x)/(7)-(3x-1)/(5)+3=0

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Solve for x : (3x -2)/(5x + 7) = (1)/(12)

Solve the following equations and also check your result in each case: (i) ((3x+1))/(16)+((2x-3))/7=((x+3))/8+((3x-1))/(14) (ii) ((1-2x))/7-((2-3x))/8=3/2+x/4 (iii) (9x+7)/2-\ (x-(x-2)/7)=36 (iv) 0. 18\ (5x-4)=\ 0. 5 x+0. 8

Solve the following equations and also check your result in each case: (i) ((3x+1))/(16)+((2x-3))/7=((x+3))/8+((3x-1))/(14) (ii) ((1-2x))/7-((2-3x))/8=3/2+x/4 (iii) (9x+7)/2-\ (x-(x-2)/7)=36 (iv) 0. 18\ (5x-4)=\ 0. 5 x+0. 8