The value of x when the triangle and the parallelogram have the same area is 6 units
<h3>The dimensions</h3>
The dimension of the parallelogram is given as:
The dimension of the triangle is given as:
<h3>Areas</h3>
The area of a shape is the amount of space it occupies
The area of the parallelogram is calculated as:
The area of the triangle is calculated as:
Both areas are equal.
So, we have:
Divide both sides by x
Subtract 4 from both sides
Hence, the value of x is 6 units
Read more about areas at:
brainly.com/question/2126265
Uhhh I think you have to add 19 and 14 which shall give you the answer to a1 so it should be 33 but then I think you divide 33 and 96 or you will multiply 33 and 96
<span>(m^4+3m^3-26m^2-2m-24)÷(m-4)
step 1: m^4+3m^3+26m^2-2m-24
----------------------------------
m-4
step 2: m^4+4m^3+7m^3-28m^2+2m^2-8m+6m-24
----------------------------------------------------------
m-4
step 3: m^3 (m-4)+7m^2x(m-4)+2mx(m-4)+6(m-4)
---------------------------------------------------------
m-4
step 4: (m-4)x(m^3+7m^2+2m+6)
----------------------------------
m-4
step 5: (m-4)
</span><span><span> --------- cancelled out</span>
m-4
answer: m^3+7m^2+2m+6
</span>
Area = bh
Area = 4 * 7
Area = 28m2
The answer is 2424:6060 hope this helps
