Polynomials
Exams by Grade · K8 · Author: ymhong
Q1 When , find the value of . (*note: are constants) Q2 When is simplified, let be the coefficient of , and the constant be . What is the value of ? Q3 When is simplified, let be the coefficient of , be the coefficient of , and be the constant, Find the value of . Q4 When is simplified, what is the sum of the coefficients of and ? Q5 When , Find the value of . (note: , are constants.) Q6 To some expression, it is supposed to be added by . Instead, it was subtracted so that the result becomes . What would be the correct result from addition? Q7 From an expression, was mistakenly added instead of subtracting. The result became . What would be the intended result with subtraction? Q8 Simplify below expressions. Q9 Simplify . Q10 When , find the value of Q11 When , Express with respect to . Q12 Given , when is expressed with respect to , find the coefficient of . Q13 When , find the value of (note: ). Q14 When , find the value of .