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Exam (elaborations)

URI Math Placement Exam Questions and Answers

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  • Math Placement
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  • Math Placement

URI Math Placement Exam Questions and Answers

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  • August 24, 2024
  • 3
  • 2024/2025
  • Exam (elaborations)
  • Questions & answers
  • Math Placement
  • Math Placement
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URI Math Placement Exam Questions and Answers
Absolute value - answers How far away a number is from zero
-whatever the answer is, but positive

Absolute value brackets in equation - answers -take out brackets
-turn into two equations; one positive answer, one negative
-solve for x for both equations
-two answers

Adding fractions - answers -find least common denominator
-multiply each numerator by however much it's denominator was multiplied
-add new numerators, keep denominator
-SIMPLIFY

Subtracting fractions - answers -find least common denominator
-multiply each numerator by however much it's denominator was multiplied
-subtract new numerators, keep denominator
-SIMPLIFY

Quadratic formula - answers x= -b + or - radical (b squared - 4ac) all over 2a

Multiplying fractions - answers multiply through
(numerator x numerator) over (denominator over denominator)
SIMPLIFY

Dividing fractions - answers Keep. Change. Flip
-KEEP first fraction
-CHANGE division sign to multiplication sign
-FLIP second fraction
-multiply through
-SIMPLIFY

Fraction to a power - answers 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

Factoring
-how and what signs to use - answers 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

Exponent properties - answers -negative exponent = one over original number to the
original power (except positive power)

-fractional exponent = denominator root of original number
-numerator remains as exponent to original number

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