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 1. Simplify the expression.  (x + 3y − 5z) − (x − 2

 1. Simplify the expression.  (x + 3y − 5z) − (x − 2

 1. Simplify the expression.  (x + 3y − 5z) − (x − 2y + 4z)1  = Classify the answer by number of terms and degree. 1st-degree monomial  1st-degree binomial  1st-degree trinomial  2nd-degree binomial  2nd-degree trinomial 2. Simplify the expression.  3(x − 1) − 2(x2 + 2x + 3) − 5(x + 9)1   Classify the answer by number of terms and degree.  1st-degree monomial  1st-degree binomial  1st-degree trinomial  2nd-degree binomial  2nd-degree trinomial 3. Simplify the expression. (3x − 1)(x2 + 3x − 4) = 4. Simplify the expression.  (x − 2)(2x − 3) − (x + 1)(x − 4) 5. If possible, completely factor the expression. (If theexpression is not factorable, enter NF.)  x2 − 8x − 9 6. Completely factor the expression.  x2 + 7x + 10 7. Factor the expression by using areas.  x2 + x − 42  8. Let x = 2 and y = 4. Find the value of thegiven capital letter. N = x2 + 2xy + y2+ 1  N = 19. Solve the equations.  (a)  3L /4  = 7 L =  (b)  2 = 2M/3  + 8 M =  9. Solve the equation.  3(W + 4) − 4(W + 5) = 0 W = 110. Solve the equation. (Enter your answers as acomma-separated list. If there is no real solution, enter NO REAL SOLUTION.)  x2 − 14x + 42 = 0x = 1  11. Young’s Rule for calculating a child’s dosage formedication is  CHILD’S DOSE =         AGE OF CHILD    AGE OF CHILD + 12    × ADULT DOSE.  (a) If an adult’s dose of a particular medication is 100 mg,what is the dose for a 6-year-old child? (Round your answer to one decimalplace.)1mg(b) If a 12-year-old child’s dose of a particular medication is 10 mg, what isthe adult’s dose?2mg 12. A poll was taken of 100 students at a commuter campus tofind out how they got to campus. The results were as follows:                                              32    said they drove alone.    33    rode in a carpool.    31    rode public transportation.    4    used both carpools and public transportation.    7    used both a carpool and sometimes their own cars.    5    used buses as well as their own cars.    2    used all three methods.   How many used none of the above-mentioned means of transportation?1students

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