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What numbers satisfy the condition: eight more than three times a number is less than or equal to fourteen?

The area of a rectangle is found by multiplying the length of the rectangle by the width of the rectangle. If the length of a rectangle is 8 feet, what is the largest possible measure for the width if it must be an integer (positive whole number) and the area must be less than 48 square feet?

Find the solution. Four consecutive odd integers add to \(56 .\) What are they?

Solve the inequalities. What numbers satisfy the condition: nine less than negative four times a number is strictly greater than negative one?

Solve the equations. $$ y=-5 x+4, \text { if } x=-3 $$