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9672173
Square Roots, Factoring and the Zero Product Property
Description
Algebra (Introduction to Quadratic Equations) Quiz on Square Roots, Factoring and the Zero Product Property, created by Christine Davis - IU8 on 29/07/2017.
No tags specified
algebra
introduction to quadratic equations
Quiz by
Christine Davis - IU8
, updated more than 1 year ago
More
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Created by
Christine Davis - IU8
over 7 years ago
11
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Resource summary
Question 1
Question
The zero product property can be applied when
Answer
Two terms are added together and the sum is zero
Two factors are multiplied together and the product is zero
A zero is present as one of the coefficients of the equation
The variables have a value of zero
Question 2
Question
The "roots" of a quadratic equation are the equation's
Answer
Solutions
Variables
Coefficients
Products
Question 3
Question
Solve.
Image:
Pdb Ye Mx4 Ujb Kf Fj J Ofb Dt7 Yaqrm8 H Am D My X Wx Blky En Yiml J Th1ya Tb Xc Jq Hq3s3z P9 Sm Srfg=W380 (image/png)
Answer
0 and -12
0 and 12
-12 and 12
12 and 12
Question 4
Question
Solve the equation (8n+5)(n-4)=0
Answer
-5 and 4
-8 and 4
-5/8 and 4
5/8 and -4
Question 5
Question
Solve.
Image:
Ucey Wm7 Wz M2 J Ckcpj Pl B D Ek Mws Q Fmobd G Ghmh Eodjxi0 Fgj Oxgrj Hsb7 Tq Gjt Myn6g Mpjtg Q=W450 (image/png)
Answer
The equation has exactly one solution
The equation has two solutions
The equation has no real solution
The number of solutions cannot be determined
Question 6
Question
Solve.
Image:
U Us0 Kjwo Ez Mn3v Bs Iep0 O Mi Bsx Hlsfq7gv A Yk3 N9 Oa Txp Gj Deokjk Il2du7 Q Vb X1 Eq5 Sc Mzrg=W336 (image/png)
Answer
Image:
Yju Dgh9 L3 K Pc Oa Kcm8h Zcp Sqk88qnu P Ieqv8 R1uzl8 Nie Ix K L5k Hiqn69ea Ot Cxny Fpsut Wq=W87 (image/png)
Image:
Ipl Mzkpd7 L0 H5s2 Jl35l4m W En Qr Bmbcdjf T Wx05g Hwr89 En6 Zhm U0 Oiy Qt Ngm M Pyc Vm Nu M8sw=W74 (image/png)
Image:
Szf B7x Jauro G3 Src Hzw29g2 Sn Onn Ad H Wq R Cni8qd F Bt6u Ix7za Ap5b Wy3phzfd7 Zszj 9jqw=W65 (image/png)
Image:
5 Q Qs8 W Dg Lwrg Dm 9b28r9 F Lp Ts12k Ez8 Xt8b L5 N D7 Q Ar U Yyzt S Wwhw9 Cr R5diz Dy Fz2 Pve Ha=W74 (image/png)
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