Answers created by Jose Luis F.
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How do you solve #abs(8  3x) = 11#?

A nutritionist recommends that an adult male consumes 55 grams of fat per day. It is acceptable for the fat intake to differ from this amount by at most 25 grams. What absolutevalue inequality represents the acceptable range of fat intake?

How do you solve #a^2sqrt(3)a+1 = 0# ?

How do you factor #5x^4 + x^3  22x^2  4x + 8#?

How do you solve #(x3)/(5)+(2x+1)/(4)=6/(10)#?

How do you write the equation of a line in point slope form that is parallel to #y= 1x+2# and goes through (8,7)?

How do you rationalize the numerator and simplify #[(1/sqrtx)+9sqrtx]/(9x+1)#?

How do you factor #x^3+x^2x1#?

How do you find the product of #(3a4)(3a+4)#?

How do you graph the inequalities #2abs(x4)>10# on a number line?

How do you solve for y: #2x – 4y < 12#?

How do you solve the absolute value inequality #abs(2x  3)< 5#?

How do you solve the absolute value inequality #abs(2x  3)< 5#?

How do you solve #abs(2x + 3)>= 13#?

How do you solve #4x + y = 10# and #2x – 3y = 12#?