Answer:
Step-by-step explanation:
Givens
L = 4/5 m
w = 3/5 m
Formula
A = L * w
Solution
Area = 4/5 * 3/5
Area = (4 *3 ) / (5 * 5)
Area = 12/ 25 m^2
Answer:
Option 400p/500-p
Step-by-step explanation:
Let the number of newspaper A sold be 'x'
and the number of newspaper A sold be 'y'
Therefore,
Total revenue = $1x + $1.25y
Total newspapers sold = x + y
Therefore,
according to the question
r =
..........(1)
and,
p = 
or
(x + y)p = 100x
or
y = 
or
y = 
substituting y in 1
r =
or
r = 
or
r = 
multiply and divide the RHS with 4
we get
r = (400p)÷(500-p)
hence,
Option 400p/500-p
5 divided by 100000 =0.00015
100 times 52= 5,200
998-200= 798
just add all those together
The middle one first then the last one second then the first one first
Angle sum is the sum of all angles (exterior and interior) while interior angle sum is sum of all interior angles.
For example a square has an interior angle sum of 90° + 90° + 90° + 90° = 360° since all his interior angles measure 90° and there are only 4 of them.
It's total sum of angles is much bigger (interior + exterior angle sum)
The exterior angle sum of an square is 4 × (360 - 90°) = 1080° and you must add the interior angle sum which is 360° so we have 1080° + 360° = 1440° and that is the total angle sum.
As you can see the interior and total sum of angles are different in size and therefore are a different things.
Hope this helps.
<u>r3t40</u>