How to find the length of the side of a hexagon - PSAT Math
Card 0 of 21
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of 
to 
is 
. Evaluate 
.
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set 
:
Since the ratio of 
to 
is equivalent to 
- or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is 
?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set 
:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also, 
. Evaluate 
.
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also,
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set 
:
Along with 
, we now have a system of equations to solve for 
by adding:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Along with
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of to is . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Since the ratio of to is equivalent to - or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is ?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also, . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also,
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Along with , we now have a system of equations to solve for by adding:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Along with
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of to is . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Since the ratio of to is equivalent to - or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is ?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also, . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also,
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Along with , we now have a system of equations to solve for by adding:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Along with
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of to is . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Since the ratio of to is equivalent to - or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is ?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also, . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also,
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Along with , we now have a system of equations to solve for by adding:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Along with
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of to is . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Since the ratio of to is equivalent to - or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is ?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also, . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also,
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Along with , we now have a system of equations to solve for by adding:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Along with
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of to is . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Since the ratio of to is equivalent to - or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is ?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also, . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above hexagon is 888. Also,
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Along with , we now have a system of equations to solve for by adding:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Along with
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of to is . Evaluate .
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 600. The ratio of
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
Since the ratio of to is equivalent to - or
,
then
and we can substitute as follows:
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set
Since the ratio of
then
and we can substitute as follows:
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is ?
Note: Figure NOT drawn to scale.
The perimeter of the above figure is 132. What is
Tap to see back →
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set :
The perimeter of the figure can be expressed in terms of the variables by adding:
Simplify and set