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A dart board has regions worth a points and b points, where a and b are positive integers with no common factors. What is the largest point total that cannot be obtained by throwing darts at the board?
Can someone explain why the first two answers are the same? Can a person do the foil to get them equal? Can we also try:
In your own words, explain the process of factoring a trinomial with a leading coefficient that is not equal to one. Why is this process more difficult than when the leading coefficient is equal to one?
Factor of the following polynomial
Find the LCM of the denominators.
Use the properties of logarithms to find the value.
Linear Equations by substitution method
Solve the following equation
Using direct proportionality to find population of animals
Computing the LCM of the polynomials
Dependent and independent events.
Write the given phrase as a mathematical expression.
Compute the discriminant of the quadratic equation 3x^2+x+2=0, then write a brief sentence describing the number and type of solutions for this equation.
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