expanded form of (xy)⁴
1. expanded form of (xy)⁴
Answer:
hirap na umasa kay brainly
Step-by-step explanation:
jan na lng po kau mag hanap
nakakasawa na kasi si brainly
2. write in expanded form (xy)⁵
Answer:
(xy)(xy)(xy)(xy)(xy)
Answer:
(xy)(xy)(xy)(xy)(xy)
Step-by-step explanation:
Done na po!
3. what is expanded form of ( xy)7=
(x - y) 7 = (x7. - yu )
Sana maka help ❤️
4. Find the numerical value of the expression. Given : xy² = 4 Expression : xy(xy³+ x²y^5-y)
Answer:
the answer to this question is 76Step-by-step explanation:
76
5. Write in expanded form(2x)4 = (2x) (2x)(2x)(2x)(xy)7 =(-ab)6 =
Answer:
(xy)^7=(xy)(xy)(xy)(xy)(xy)(xy)(xy)
(-ab)^6=(-ab)(-ab)(-ab)(-ab)(-ab)(-ab)
Step-by-step explanation:
When we say exponent it means you will repeat the variable/s of what the exponent is
So in this case (2x)^4 it has been repeated in 4 times
6. 4. Which of the following is the complete factors of 81 - x²y² a. 92-xy b. (9+xy)? c. (9+xy) (9-xy) d. (9-xy) (9-xy)
Answer:
C
Step-by-step explanation:
81-x²y²
9×9 is the factors of 81
multiply (9+xy) (9-xy) and the answer is 81-x²y²
the sign should be unlike sign bcs the given 81-x²y² has a negative sign:>
7. Exponential FormExpanded ForExponentialExpanded FormForm(xy) (y)4. y5.22 62.246. x2 g3.XA
Answer:
Exponential form
Expanded form
Exponential form
Expanded form
8. 9. Expand: (2a)(xy - 3) - 2 (4a +3)
Answer:
2axy+2-6
Step-by-step explanation:
(2a)(xy-3)-2(4a+3)
2axy-6a-8a-6
2axy+2-6
Answer:
[tex]2axy - 14a - 6[/tex]
Step-by-step explanation:
[tex](2a)(xy - 3) - 2(4a + 3)[/tex]
[tex]2a \times (xy - 3) - 2(4a + 3)[/tex]
[tex]2a \times (xy - 3) - 8a - 6[/tex]
[tex]2axy - 6a - 8a - 6[/tex]
[tex] = 2axy - 14a - 6[/tex]
9. Write in Expanded Form[tex](2 \times ) ^{4} [/tex][tex](xy)7[/tex][tex]( - ab) ^{6} [/tex]
2⁴•x⁴
x⁷•y⁷
-a⁶•b⁶
Pa-Brainliest thank you
10. x²y²- 16 (xy -4) (xy + 4)
Answer:
[tex](xy - 4 \sqrt{x {}^{2} } y { }^{2} - 16) \times (xy + 4 \sqrt{x {}^{2} } y {}^{2} - 16[/tex]
Hope it helps
11. simplify by writing in exponetial form1.2(2)(2)(2)(2)(2) =262.(3a)(3a)(3a)(3a)= 3. (-4)(-4)(-4)(-4)=write in expanded form1.(2x)⁴ =(2x)(2x)(2x)(2x)2.(xy)7=3.(-ab)6=
Answer:
4
2.(3a)
4
3.(-4)
Step-by-step explanation:
2.(xy)(xy)(xy)(xy)(xy)(xy)(xy)
3.(-ab)(-ab)(-ab)(-ab)(-ab)(-ab)
12. XZ = 14 in, YZ = 48 in, XY =XZ= 1 in, YZ = 3 in, XY =XZ= 16 in, YZ = 30 in, XY =XZ = 3 in, XY = 4 in, YZ=YZ = 3 in, XY = 6 in, XZ=
Answer:
1. 62
2. 4
3. 46
4. 7
5. 9
Step-by-step explanation:
Formula ( if the triangle is right) : a+b=c
It’s my own answer in My module it’s just coincidence because we have the same problem X of the line segment is at the zero mark of the ruler ... two consecutive numbers is divided into 16 equal parts. ... by girls is 45 and that by boys is 75 – 45 = 30. ... XY = 4n + 3, YZ = 2n – 7, XZ = 22.13. if you expand the square of a binomial (x+y), what would be the result?a.x²+xy+y²b.x²-2xy+y²c.x²+2xy-y²d.x²-2xy-y²
Answer:
letter a is the answer asdfghjkl
14. D, Learning task 1:Simplify by writing in exponential form1. That's already answered lol2. (3²a)(3²a)(3²a)(3²a) =3. (-4)(-4)(-4)(-4)(-4) = Write in expanded form: Also answered(xy)⁷ =(-ab)⁶ =
Answer:
I already found the answer for this, nevermind
15. Simplify by writing in exponential form1. 2(2)(2)(2)(2)(2) =2. (3a)(3a)(3a)(3a) =3. (-4)(-4)(-4)(-4)(-4) =Write in expanded form(2x)4=(xy)7=(-ab)6=⬆️Exponents
Simplify by writing in exponential form
(2)(2)(2)(2)(2)(2) =
(3a)(3a)(3a)(3a) =
(-4)(-4)(-4)(-4)(-4) =
Answers:
\begin{gathered} 1.{2}^{6} \\ 2. {3a}^{4} \\ 3. { - 4}^{5} \end{gathered}
1.2
6
2.3a
4
3.−4
5
Write in expanded form
(2x)4=
(xy)7=
(-ab)6=
Answers:
\begin{gathered}1. (2x)(2x)(2x)(2x) \\ 2.(xy)(xy)(xy)(xy)(xy)(xy)(xy) \\ 3.( - ab)( - ab)( - ab)( - ab)( - ab)( - ab)\end{gathered}
1.(2x)(2x)(2x)(2x)
2.(xy)(xy)(xy)(xy)(xy)(xy)(xy)
3.(−ab)(−ab)(−ab)(−ab)(−ab)(−ab)
#CarryOnLearning
Answer:
[tex]1. {2}^{6} \\ 2. {3a}^{4} \\ 3. { - 4}^{5} \\ \\ (2x)(2x)(2x)(2x) \\ (xy)(xy)(xy)(xy)(xy)(xy)(xy) \\ ( - ab)( - ab)( - ab)( - ab)( - ab)( - ab)[/tex]
Hope it helps...
16. The sum of ✓xy + 4✓xy is?A. 4xyB. 5✓xyC. 5xyD. 4✓xy
B. is my answer bahala ka kung magtitiwala ka
17. Learning Task 1Simplify by writing in exponential form1. 2(2)(2)(2)(2)(2) 26Write in expanded form(2x)4 = (2x) (2x) (2x)(2x)2. (3a)(3a)(3a)(3a) =(xy) =3. (-4)(-4)(-4)(-4)(-4) =(-ab)6
Answer:
Simplify by writing in exponential form
6
1. 2
4
2. (3a)
5
3. (-4)
Write in expanded form
1. (2x)(2x)(2x)(2x)
2. (xy)(xy)(xy)(xy)(xy)(xy)(xy)
3. (-ab)(-ab)(-ab)(-ab)(-ab)(-ab)
18. solve the following using the FOIL METHOD.(xy + 7)(x + 5)(xy + 4)(y + 6)(y + 8)(y + 8)(xy + 4)²(x + 4)²
Answer:
subukan mo math scanner
Step-by-step explanation:
brainliest pag ok
19. Given : xy ² = 4 Find the numerical value of the expression. xy(xy³+x²y^5-y) With solution please.
Download symbolab it will help you it already have solutions
20. what is the expanded form of xy²?a.x•yb.x•x•yc.x•y•yd.x•x•y•y
Answer:
d. x•x•y•y i hope it helps:)
21. ,plss.write expanded form.simplify by writting in exponential form. 1.(4a)(4a)(4a)= 2.(-5)(-5)(-5)(-5)(-5)=write expanded form.1.(ab)powers by 5 2.(-Xy)powers by 4
Answer:
Step-by-step explanation:
1.) (4a)^3
2.) (-5)^5
1. (ab) (ab) (ab) (ab) (ab)
2. (-xy) (-xy) ( -xy) (-xy)
22. Simplify by writing in exponential form:1. 2(2)(2)(2)(2)(2) = 2⁶2. (3a)(3a)(3a)(3a) =3. (-4)(-4)(-4)(-4)(-4) =Write in expanded form:(2×)⁴ = (2×)(2×)(2×)(2×)(xy)⁷ =(-ab)⁶ =
❗ANSWER❗Simplify by writing in exponential form: 1. 2(2)(2)(2)(2)(2) = 2⁶ 2. (3a)(3a)(3a)(3a) = 3a⁴ 3. (-4)(-4)(-4)(-4)(-4) = -4⁵ Write in expanded form: (2×)⁴ = (2×)(2×)(2×)(2×) (xy)⁷ = (xy)(xy)(xy)(xy)(xy)(xy)(xy) (-ab)⁶ = (-ab)(-ab)(-ab)(-ab)(-ab)(-ab) #CARRYONLEARNING✍️
23. Learning Task 1 GSimplify by writing in exponential form1. 2(2)(2)(2)(2)(2) 26Write in expanded form(2x)* = (2x)(2x) (2x) (22)2. (3a) (3a)(3a)(3a) =ixy)? =3. (-4)(-4)(-4)(-4)(-4)(-ab) =Exponents have its own rule in performing mathematical operations. answer 1 )2×2×2×2× 2) xy xy xy xy xy xy xy 3) -ab -ab -ab -ab -ab -ab
Exponential and Expanded Form
Exponential form is when an expression is raised to a certain power. This avoid writing the expression repeatedly. Whole number exponents are shorthand for repeated multiplication of a number or a variable by itself. Expanded form is when an expression is written repeatedly. This makes it more easier to understand how the value of the expression is being solved.
Learning Task 1:Answers:Exponential Form Expanded Form
1. (2)(2)(2)(2)(2)(2) = 2⁶ (2x)⁴ = (2x)(2x)(2x)(2x)
2. (3a)(3a)(3a)(3a) = 3a⁴ (xy)⁷ = (xy)(xy)(xy)(xy)(xy)(xy)(xy)
3. (-4)(-4)(-4)(-4)(-4) = -4⁵ (-ab)⁶ = (-ab)(-ab)(-ab)(-ab)(-ab)(-ab)
How to write expressions in expanded form: https://brainly.ph/question/4591431
How to write expressions in exponential form: https://brainly.ph/question/343924
#BrainlyEveryday
24. 4. Given the polynomial 2xy + xy + xy. What is the standardform?ABY + 2xy + xyC. 2xy + xyxyBBxy + xy + 2xy D. 2xy + xyxy
Answer:
C.2xy+xyxy
Step-by-step explanation:
not sure
#studyhard
25. Expand the following binomial, show each steps. 1. (xy + 3z)⁷ 2. (t² + u³)⁵
Answer:
1. (xy + 3z)⁷ 2. (t² + u³)⁵
Answer:
\mathrm{Expand\:}\left(xy+3z\right)^{72}\left(t^2+u^3\right)^5:\quad t^{10}\left(xy+3z\right)^{72}+5t^8u^3\left(xy+3z\right)^{72}+10t^6u^6\left(xy+3z\right)^{72}+10t^4u^9\left(xy+3z\right)^{72}+5t^2u^{12}\left(xy+3z\right)^{72}+u^{15}\left(xy+3z\right)^{72}
Step-by-step explanation:
symbolab nalang u teh
26. Simplify by writing in exponential form 1. 2(2)(2)(2)(2)(2) = 2. (3a)(3a)(3a)(3a) = 3. (-4)(-4)(-4)(-4)(-4) = Write in expanded form (2x)4= (xy)7= (-ab)6= ⬆️ Exponents Please answer my question kailangan ko ngayon
Simplify by writing in exponential form(2)(2)(2)(2)(2)(2) = (3a)(3a)(3a)(3a) =(-4)(-4)(-4)(-4)(-4) =Answers:
[tex] 1.{2}^{6} \\ 2. {3a}^{4} \\ 3. { - 4}^{5} [/tex]
Write in expanded form(2x)4=(xy)7=(-ab)6=Answers:[tex]1. (2x)(2x)(2x)(2x) \\ 2.(xy)(xy)(xy)(xy)(xy)(xy)(xy) \\ 3.( - ab)( - ab)( - ab)( - ab)( - ab)( - ab)[/tex]
#CarryOnLearning
27. Activity 3A. Expand the following expression1. 5a²2. 4²m²n²3. (-3m)4. (½xy)⁴5. -3(2x²)³
Answer:
1. 5 a ²
2.4 ² m ² n ²
3.( - 3 m )
4.( ½ X y ) ⁴
5.- 3 ( 2 X ² ) ³
Answer:
1.5a² is equivalent to 5 * a^2, which is the product of 5 and a squared.2.4²m²n² is equivalent to 4^2 * m^2 * n^2, which is the product of 4 squared, m squared, and n squared.3.(-3m) is equivalent to -3 * m, which is the product of -3 and m.4.(½xy)⁴ is equivalent to (1/2 * x * y)^4, which is the fourth power of the product of 1/2, x, and y.5.-3(2x²)³ is equivalent to -3 * (2 * x^2)^3, which is the product of -3 and the third power of the product of 2 and x squared.28. Write in expanded form(2x)* = (2x) (2x)(2x)(2x)(xy)(-ab)6 -
Answer:
yung nasa right po yung ansko
29. x³y⁶-64=(xy²)³-4³=(xy²-4)(xy²)²+(xy²)(4)+4²)
Answer:
x² + 10x + 25
x³+ 125
x² + 12x + 36
Step-by-step explanation:
kung factor ang hahanapin or isasagot ayan yung sagot.☺️
30. Write in expanded form.Example: 1. 2(2)(2)(2)(2)(2) = 2⁶(2x)⁴ = (2x)(2x)(2x)(2x)2. (3a)(3a)(3a)(3a) = ?(xy)⁷ = ?3. (-4)(-4)(-4)(-4)(-4) = ?(-ab)⁶ = ?
Answer:
2.3^4a^4
xy*xy*xy*xy*xy*xy*xy
3.-4^5
-ab*-ab*-ab*-ab*-ab*-ab
