Math and Equations

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3+x=10
Subject
Level
Highschool
Grade
1
29+x=y
A
Subject
Level
Middle School
Grade
6
2(10x+20)=3(15x-25)-14x
Subject
Level
Middle School
Grade
12
The sum of three consecutive multiples of 8 is 888.Find the multiples
Subject
Level
Middle School
Grade
8
Subject
Level
Highschool
Grade
9
4m-6.5; m =2
Subject
Level
Primary
Grade
7
How do you solve y-15=-4
Subject
Level
Highschool
Grade
9
How much does 3,2:3,6 equal?
Subject
Level
Middle School
Grade
5
Subject
Level
Middle School
Grade
8
How do you solve 4*8+10
Subject
Level
Middle School
Grade
7
x/(x+a)-a/(x-b)=1 make subject of formula
Subject
Level
Homeschool
Grade
13
Subject
Level
Highschool
Grade
10
Only the ones that are circled
Subject
Level
Highschool
Grade
11
What is
Subject
Level
Highschool
Grade
8
X=8(5+6)
Subject
Level
Middle School
Grade
2
What is -7x= -6x+9
Subject
Level
Junior High
Grade
8
X/6+4=16
Subject
Level
Highschool
Grade
9
X+8=12
Subject
Level
Highschool
Grade
8
P/12+3=14
Subject
Level
Primary
Grade
6
Subject
Level
Middle School
Grade
13
3\15/-1\5
Subject
Level
Junior High
Grade
7
5x+3y=9; 4y+7x=13
In matrix method
Subject
Level
Highschool
Grade
9
C+6=67
Subject
Level
Junior High
Grade
7

three added to double is101

Subject
Level
Highschool
Grade
8
Find the value of x
G(x)=20
Subject
Level
Highschool
Grade
11
What is the square root of 144?
Subject
Level
Highschool
Grade
10
Subject
Level
Highschool
Grade
12
3 is the solution of 6 x minus 2 is equals to 16 how to do that
Subject
Level
Primary
Grade
6
Find a number whose fifth part increased by 30 is equal to its fourth part decreased by 30
Subject
Level
Highschool
Grade
8
Add (x+3) and (x square +7x+5)
Subject
Level
Highschool
Grade
10
How do you solve 2(2+6x)=-8
Subject
Level
Highschool
Grade
9
Subject
Level
Junior High
Grade
9
What is 7x7
Subject
Level
Primary
Grade
4
One number is 5/2times as large as another.The sum of the number is 28.find the number.
Subject
Level
Junior High
Grade
7
13x+3/6=7
Subject
Level
Highschool
Grade
9
2p=3 (p-3)
Subject
Level
Junior High
Grade
8
If alfa and bita are the zeroes of x2-1 the find the auadratic polynomial whose zeroes are 2alfa upon bita and 2bita upon alfa
Subject
Level
Homeschool
Grade
10
Subject
Level
Junior High
Grade
8
If both a and b are rational number, find the value of a and b in each of the equality 7+root 5 /7-root 5 -7 -root 5/7+root 5= a+root 5 raised to power b
Subject
Level
Junior High
Grade
9
7x-3=25
Subject
Level
Highschool
Grade
9
How did you solve the question plz show me

-6=\frac{x}{2}

Solution:

\left\{-12\right\}

Calculated: \left\{-12.0\right\}

Subject
Level
Middle School
Grade
8
Subject
Level
Highschool
Grade
9
Subject
Level
Highschool
Grade
11
5x+9=9
Subject
Level
Junior High
Grade
9
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