A find to remainder using
1.p(x)-(3x³-7x+2)÷(x-1)
2.p(x)-(-x³-5x+8x)÷(x-12)
3.p(x)-(-x¹-5x²+8x)÷(x+2)
B.factor or not (use synthetic)
p(x)-x⁴x2x³-13x³-14x+24
A.(x+4)
B.(x-2)
1.p(x)-(3x³-7x+2)÷(x-1)
2.p(x)-(-x³-5x+8x)÷(x-12)
3.p(x)-(-x¹-5x²+8x)÷(x+2)
B.factor or not (use synthetic)
p(x)-x⁴x2x³-13x³-14x+24
A.(x+4)
B.(x-2)
Answers & Comments
Answer:
A.find to reminder using
3. ×(p×+5×+2p-7)
. ×+2
B.factor or not (use synthetic)
Identify all the factors and their highest power in all expressions. Multiply the highest powers of these factors to get the least common multiple.
(x−2)(x+4)
Step 2
Expand the expression.
x^{2}+2x-8x
2
+2x−8
Solution
(x−2)(x+4)
Step-by-step explanation:
correct me if I'm wrong