Math, asked by praveenneo16, 3 months ago

If f(z)=1/(13+5sino) and tends to 2

Answers

Answered by Anonymous
2

Step-by-step explanation:

a graphing paper.

pages

Problem #1. A local boutique produced two designs of gowns A and B and has the following materials

available: 18 square meters of cotton, and 20 square meters of silk, and 5 square meters of wool. Design A

requires the following: 3 square meters of cotton, 2 square meters of silk and 1 square meter of wool. Design B

requires the following: 2 square meters of cotton, 4 square meters of silk. If the Design A sells for P1,200 and

Design B for P1,600, how many of each garment should the boutique produce to obtain the maximum amount

of money?a graphing paper.

pages

Problem #1. A local boutique produced two designs of gowns A and B and has the following materials

available: 18 square meters of cotton, and 20 square meters of silk, and 5 square meters of wool. Design A

requires the following: 3 square meters of cotton, 2 square meters of silk and 1 square meter of wool. Design B

requires the following: 2 square meters of cotton, 4 square meters of silk. If the Design A sells for P1,200 and

Design B for P1,600, how many of each garment should the boutique produce to obtain the maximum amount

of money?a graphing paper.

pages

Problem #1. A local boutique produced two designs of gowns A and B and has the following materials

available: 18 square meters of cotton, and 20 square meters of silk, and 5 square meters of wool. Design A

requires the following: 3 square meters of cotton, 2 square meters of silk and 1 square meter of wool. Design B

requires the following: 2 square meters of cotton, 4 square meters of silk. If the Design A sells for P1,200 and

Design B for P1,600, how many of each garment should the boutique produce to obtain the maximum amount

of money?a graphing paper.

pages

Problem #1. A local boutique produced two designs of gowns A and B and has the following materials

available: 18 square meters of cotton, and 20 square meters of silk, and 5 square meters of wool. Design A

requires the following: 3 square meters of cotton, 2 square meters of silk and 1 square meter of wool. Design B

requires the following: 2 square meters of cotton, 4 square meters of silk. If the Design A sells for P1,200 and

Design B for P1,600, how many of each garment should the boutique produce to obtain the maximum amount

of money?

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