Product A consists of two units of Subassembly B, two units of C, and one unit of D. B is composed of four units of E and two units of F. C is made of two units of H and three units of D. H is made of five units of E and two units of G. To produce 100 units of A, determine the numbers of units of B, C, D, E, F, G, and H required using the low-level coded product structure tree. Level 0100units of A
Level 1 units of B
units of C
Level 2 units of F
units of H
units of D
Level 3 units of E
units of G

Explanation:

Given

See attachment for right presentation of question

Solving (a): The low level coded product structure tree

This is plotted by considering the hierarchy or level of each product item and their corresponding units.

See attachment (2)

Solving (b): The number of units of each.

To do this, we multiply the units of the given product by the number of unit the fall under.

So, we have:

Products B and C are directly under A, so we multiply their units by units of A.

Product F is directly under B, so we multiply its units by units of B.

Product H is directly under C, so

Product D has of 3 units of C and 1 unit of A. So:

Product E has of 4 units of B and 5 units of H. So:

Product G has 2 units of H.

So:

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