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Find the sum of squares of all numbers x such that both expressions 9x - x^2 and x + (1/x) are integer numbers.
Let us consider a quadratic polynomial f(x) such that equation f(x) = 6x - 18 has exactly one
root, and equation f(x) = 9 - 3x has exactly one root. Find the minimum value of a
discriminant of f(x).
The large square consists of four identical rectangles and one square. The area of the small square is half the area of one rectangle. Write and solve the equation to find the area of one rectangle , and then find the dimensions of the rectangle if the total area of a large square is 81ft^2.
The sum of 3 consecutive integers is -60 what’s the integers

If 6 science fair exhibits are chosen at random from 4 biology, 7 chemistry, and 9 physics exhibits to

go to the county finals, what is the probability that there will be 2 from each subject area?


Latoya throws a ball from the top of a bridge her throat is mauled by the equation y = -0.5x^2+3x+10 and the bridge is modeled by the equation

y = -0.2x + 7, how far does the ball travel horizontally before its first bounce?


Let us consider two irreducible fractions. The denominator of the first one is equal to 2200, and the denominator of the second to 10300. What is the smallest possible denominator of a
fraction equal to the sum of these fractions, after the fraction is reduced? (For example, 2/3 + 8/15 = 18/15 = 6/5, and the denominator after the reduction is equal to 5.)
Pam poured R240 of petrol at aprice of R15/litre.in june the petrol price droped at R3/litre.how many more litres can she pour at the same money after price drop

For the real valued functions f and g are defined below find fog and gof Where

f(x) ="\\sqrt{x+1}" and g(x)= "\\frac{1}{x^2}"

What are the coefficients of the following expression: 2y - 3x + 6y - 5
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