Math and Algebra 1

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What is (2+3)x(5-1)
Subject
Level
Highschool
Grade
9
Expand the formula

(a+b)^2

Solution:

- b

Subject
Level
Middle School
Grade
8
Subject
Level
Highschool
Grade
10
How do I solve it

14x+2=9x-8

Solution:

\left\{-2\right\}

Calculated: \left\{-2.0\right\}

Complex Roots

-2

Derivative

\frac{d}{d x} 14 x + 2 = 9 x - 8

Subject
Level
Middle School
Grade
8
-3(1+6r)=14-r
Subject
Level
Middle School
Grade
8

Saving and investment private sector some mode

Subject
Level
Highschool
Grade
9
4c=d
Subject
Level
Middle School
Grade
8
Write the value of the determinant
3-1
2 1

\left.\begin{array}{l}{\text{(1.Linearequationsintwovariables)}}\\{\text{Q1}1\text{Chooseandwritethecorrectalternative.}}\\{\text{(1)Writethevalueofthedeterninant}\left|\begin{array}{ll}{3}&{-1}\\{2}&{1}\\{2}&{1}\end{array}\right|}\\{\left.\begin{array}{lll}{\text{(2)Forasicle}}&{\text{(C)}3}&{\text{(D)}5}\\{\text{(2)Forasimulthng(C)}3}&{\text{(D)}5}\end{array}\right.}\end{array}\right.

Subject
Level
Highschool
Grade
10
Subject
Level
Highschool
Grade
9
Subject
Level
Highschool
Grade
9
Subject
Level
Highschool
Grade
10
Simplify:4y(3y+4)
Subject
Level
Middle School
Grade
8
Subject
Level
Primary
Grade
9
Subject
Level
Middle School
Grade
8
How do you solve 5-3(a+4)=8
Subject
Level
Highschool
Grade
10
Subject
Level
Highschool
Grade
9
2x+123=24
Subject
Level
Highschool
Grade
9
B+7=45
Subject
Level
Highschool
Grade
10
X-2=10
Subject
Level
Highschool
Grade
10

the perimeter of a parallelogram is 72 meters the width of the parallelogram is 4 meters less than its length 


 

Subject
Level
Highschool
Grade
9
X=35+27x
Subject
Level
Highschool
Grade
12

Can you solve this problem? 


   42 : 20 : : 64 : ?


a)31                b)32


c)33                d)34

Subject
Level
Highschool
Grade
10
How do you simplify 7(-5+m)
Subject
Level
Highschool
Grade
10

If 6-v less than or equal 37,then onen possible solution could be v=-33

Subject
Level
Highschool
Grade
10
-9+3[4-(5-16)]
Subject
Level
Highschool
Grade
9
How do you do it

\frac{x}{2}+1=6

Solution:

\left\{10\right\}

Calculated: \left\{10.0\right\}

Subject
Level
Highschool
Grade
9
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