URI Math Placement Exam
1. Absolute value: How far away a number is from zero
-whatever the answer is, but positive
2. Absolute value brackets in equation: -take out brackets
-turn into two equations; one positive answer, one negative
-solve for x for both equations
-two answers
3. Adding fractions: -find least common denominator
-multiply each numerator by however much it's denominator was
multiplied
-add new numerators, keep denominator
-SIMPLIFY
4. Subtracting fractions: -find least common denominator
-multiply each numerator by however much it's denominator was
multiplied
-subtract new numerators, keep denominator
-SIMPLIFY
5. Quadratic formula: x= -b + or - radical (b squared - 4ac) all over 2a
6. Multiplying fractions: multiply through
(numerator x numerator) over (denominator over
denominator) SIMPLIFY
7. Dividing fractions: Keep. Change. Flip
1/
, -KEEP first fraction
-CHANGE division sign to multiplication sign
-FLIP second fraction
-multiply through
-SIMPLIFY
8. Fraction to a power: If fraction in parentheses:
-the whole fraction times itself x many times
-multiply
through If no
parentheses:
-only the number with the exponent is effected
9. Factoring
-how and what signs to use: SUM CENTER
-find two numbers that add to middle term and multiply to outside
term
-if second sign in original equation is positive, then both signs in
parentheses are same as first sign in equation
-if second sign is negative, then both signs in parentheses are different
-final answers are opposite of signs in parentheses
2/
1. Absolute value: How far away a number is from zero
-whatever the answer is, but positive
2. Absolute value brackets in equation: -take out brackets
-turn into two equations; one positive answer, one negative
-solve for x for both equations
-two answers
3. Adding fractions: -find least common denominator
-multiply each numerator by however much it's denominator was
multiplied
-add new numerators, keep denominator
-SIMPLIFY
4. Subtracting fractions: -find least common denominator
-multiply each numerator by however much it's denominator was
multiplied
-subtract new numerators, keep denominator
-SIMPLIFY
5. Quadratic formula: x= -b + or - radical (b squared - 4ac) all over 2a
6. Multiplying fractions: multiply through
(numerator x numerator) over (denominator over
denominator) SIMPLIFY
7. Dividing fractions: Keep. Change. Flip
1/
, -KEEP first fraction
-CHANGE division sign to multiplication sign
-FLIP second fraction
-multiply through
-SIMPLIFY
8. Fraction to a power: If fraction in parentheses:
-the whole fraction times itself x many times
-multiply
through If no
parentheses:
-only the number with the exponent is effected
9. Factoring
-how and what signs to use: SUM CENTER
-find two numbers that add to middle term and multiply to outside
term
-if second sign in original equation is positive, then both signs in
parentheses are same as first sign in equation
-if second sign is negative, then both signs in parentheses are different
-final answers are opposite of signs in parentheses
2/