A starting carpenter can build a rough table in 1 hour, and a rough chair in 45 minutes. A finishing carpenter can finish each t
able in 48 minutes and finish each chair in 1 hour. Both carpenters work for no more than 8 hours each day. This situation is modeled in the graph below, where x represents the number of tables, and y represents the number of chairs.
Is it possible for the two carpenters to complete four tables and five chairs in a day?
A) Yes
B) No
C) There is not enough information.
Is it possible for the two carpenters to complete four tables and five chairs in a day?
A) Yes
B) No
C) There is not enough information.
1 answer:
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Use the pythagorean theorem:
Your answer is 35mm.
Your answer is 35mm.
Actually Welcome to the Concept of the derivatives.
Hence, y = 3 sin(-4x), we use the chain rule here.
dy/dx =3 ( cos(-4x).-4)
====> dy/dx = -12 cos(-4x)