All ISEE Lower Level Math Resources
Example Questions
Example Question #121 : How To Find The Solution To An Equation
, solve for when .
The first step is to plug your value into your equation to get
.
Then you must complete your multiplication which is
.
Then you subtract the and you get
.
Example Question #122 : How To Find The Solution To An Equation
Solve for x in the following equation:
To solve for x, we want x to stand alone or to be by itself. To do that, we must cancel out or move everything away from the x.
So, in the equation
we want x to be alone. We need to move the 5 away from the x. To do that, we will subtract 5. If we subtract 5 on the left side of the equal sign, we must also subtract 5 from the right side of the equal sign. So,
Example Question #123 : How To Find The Solution To An Equation
Solve for j in the following equation:
To solve for j, we want j to stand alone or to be by itself. To do that, we must cancel out or move everything away from j.
So, in the equation
we want j to be alone. We need to move the away from the j. To do that, we will add 4. If we add 4 on the left side of the equal sign, we must also add 4 on the right side of the equal sign. So,
Example Question #124 : Equations
Solve for y in the following equation:
To solve for y, we want to get y to stand alone (we want y to be by itself). So, in the equation
we want to solve for y. To do that, we need to cancel the . To cancel it, we will have to add . If we add to the left side of the equation, we have to add to the right side of the equation. So, we get
Example Question #124 : How To Find The Solution To An Equation
Solve for a in the following equation:
To solve for a, we want to get a to stand alone (or to be by itself). So, in the equation
we want a to stand alone. To do that, we need to cancel out the . To cancel it out, we need to subtract . If we subtract from the left side of the equal sign, we need to do the same to the right side of the equal sign. So,
Example Question #126 : Equations
Solve for x in the following equation:
To solve for x, we want to get x to stand alone or to be by itself. So, in the equation
we want x to stand alone. We need to do something with the . To cancel out we will (or subtract 5). If we subtract 5 on the left side of the equal sign, we need to subtract 5 on the right side of the equal sign. So,
Example Question #127 : Equations
Solve for .
When solving for, you want to get by itself on one side of the equation.
First, you subtract 7 from both sides of the equation. This leaves you with,
.
Then you divide each side by 4, which leaves you with
.
Example Question #128 : Equations
Solve for .
When solving for , you always want to get alone. What you do to one side of the equation, you must also do to the other side of the equation.
So, the first step is to get alone and get rid of the 30. So, we subtract (subtract because opposite of addition) 30 from both sides of the equation and we are left with
_________________
.
Example Question #121 : Equations
Solve for .
First, we must use the distributive property and multiply the number outside the parentheses by the numbers inside the parentheses.
First we have
.
Then,
Then,
.
Finally, to get the x by itself, we divide each side by 5.
Example Question #121 : Equations
If Amelia is four years younger than twice Hilary's age and Hilary 13, how old is Amelia?
Amelia is 23 years old.
Amelia is 22 years old.
Amelia is 11 years old.
Amelia is 26 years old.
There is not enough information to solve this problem.
Amelia is 22 years old.
The best way to start is double Hilary's age because Amelia is 4 years younger than twice (multiply by 2) Hilary's age.
So, we multiply 13 by 2, which is 26.
Then, we subtract four.
This leaves us with 22, Amelia's age.