Using the information given in the$$ table, draw the isoquant corresponding to an output level of

$9696.$

Starting from

Lequals$=66$

and

Kequals$=11,$

how much extra capital is needed to keep output constant if the labor is reduced from

Lequals$=66$

to

Lequals$=44?$

How much extra capital is needed to keep output constant if labor is

reducedreduced

from

Lequals$=44$

to

Lequals$=22?$

Part $2$

L

K

$1$

$2$

$3$

$4$

$5$

$6$

$1$

$4040$

$5656$

$6868$

$8080$

$8888$

$9696$

$2$

$5656$

$7676$

$8888$

$9696$

$104104$

$108108$

$3$

$6868$

$8888$

$100100$

$108108$

$116116$

$120120$

$4$

$8080$

$9696$

$108108$

$120120$

$128128$

$132132$

$5$

$8888$

$104104$

$116116$

$128128$

$136136$

$140140$

$6$

$9696$

$108108$

$120120$

$132132$

$140140$

$144144$

Part $3$

Using the$$ four$-$point curved line drawing$$ tool, graph the$$ firm's isoquant for an output level of

$9696.$

Label this

$\text{'}$qequals$=9696.\text{'}$

Part $4$

Carefully follow the instructions$$ above, and only draw the required object.

$...$

Question content area right

Part $1$

$012345678012345678$L$,$LaborK$,$Capital