Answer:
a = 1
b = 2
c = 5
d = 1
e = 6
Explanation:
Area of a triangle

where:
- b = base
- h = height (perpendicular to the base)
From inspection of the given triangle:
- base (b) = 2x + 4
- height (h) = x + 3
Substitute the given expressions into the formula and simplify:

Comparing the found expression for the area of the given triangle with the required answer format of
, and remembering that





