A manufacturer produces 1200 computers each week. After week 1 he increases production by: Scheme I: 80 computers each week. Scheme II: $$ 5 \% $$ each week. $$ \begin{array}{ll} ext { (i) Find the output in week } 20 ext { under each scheme. } \ ext { (ii) Find the total output over the first } 20 ext { weeks under each scheme. } \ 5.17 .2 & \begin{array}{l} ext { Calculate for schemel-I and II, the week in which production exceeds } \ ext { 8000. }\end{array}\end{array} $$

Question

A manufacturer produces 1200 computers each week. After week 1 he increases production by: Scheme I: 80 computers each week. Scheme II: $$ 5 \% $$ each week. $$ \begin{array}{ll}	ext { (i) Find the output in week } 20 	ext { under each scheme. } \ 	ext { (ii) Find the total output over the first } 20 	ext { weeks under each scheme. } \ 5.17 .2 & \begin{array}{l}	ext { Calculate for schemel-I and II, the week in which production exceeds } \ 	ext { 8000. }\end{array}\end{array} $$

Carroll Washington · Accepted Answer

Scheme I: Week 20 output = 2720 computers, total output = 39200 computers. Week production exceeds 8000 = week 87. Scheme II: Week 20 output = 2888 computers, total output = 39679 computers. Week production exceeds 8000 = week 40.

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