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Directions: Answer the questions based on the following Information.

The first table gives the percentage of employees in skyroot, who work in the department of finance marketing and software. The second table gives the average starting salaries of the employees per month (Rs. in thousands) in these. The line graph gives the no. of employees who are working for Skyroot each year.

First Table
	Finance	Marketing	Software	Others
2016	22	36	19	23
2017	17	48	23	12
2018	23	42	21	13
2019	19	37	16	28
2020	32	32	20	16

	Second Table
		Finance	Marketing	Software
	2016	54500	51700	52900
	2017	63800	63900	64400
	2018	75500	76300	70500
	2019	89200	89600	77600
	2020	92100	102200	86400

The averagre annual rate at which the initial salary offer in software increases from 2016 to 2020?

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New answer posted

4 months ago

Directions for questions: Answer the following questions based on the information given below.

A manufacturing company's make various alloys, which is be used for certain specific purposes. It is considering a choice of 5 new alloys (A1, A2, A3, A4, and A5), which can be used in different proportions in the formulations. The table below gives the composition of these alloys. The cost per unit of each of these alloys is A1: 150, A2: 50, A3: 200, A4: 500, A5: 100

Composition
Alloys	Cobalt	Iron	Aluminum	Carbon
A1	50	30	10	10
A2	80	20	0	0
A3	10	30	50	10
A4	5	50	40	5
A5	45	50	0	5

In what proportion should A2, A3 and A5 be mixed to make a new alloy having at least 60% i at the lowest per unit cost?

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Contributor-Level 10

To make a new alloy with atleast 60% Cobalt we can use option (b) or (d) only but the lowest cost per unit can be achieved when A2, A3 and A5 are mixed in the ratio 4 : 1 : 1.

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New answer posted

4 months ago

Directions for questions: Answer the following questions based on the information given below.

Composition
Alloys	Cobalt	Iron	Aluminum	Carbon
A1	50	30	10	10
A2	80	20	0	0
A3	10	30	50	10
A4	5	50	40	5
A5	45	50	0	5

For making engines, the alloy should containing 10% carbon and at least 30% iron. In how many different ways can we prepare this new alloy by mixing at least two of the given

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Contributor-Level 10

As the new alloy should contain 10% carbon and only two alloy contains 10% carbon i.e. A1 and A3. Hence, only by mixing A1 and A3 a new alloy with 10% carbon can be formed. Hence, there is only one way.

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New answer posted

4 months ago

Directions for questions: Answer the following questions based on the information given below.

Composition
Alloys	Cobalt	Iron	Aluminum	Carbon
A1	50	30	10	10
A2	80	20	0	0
A3	10	30	50	10
A4	5	50	40	5
A5	45	50	0	5

The company is planning to make a new alloy required for making ships. This new alloy must contain at least 30% each of cobalt and iron, no more than 25% aluminum and at leas

0 Follower 1 View

Contributor-Level 10

As the alloys are fixed in equal amounts, so we can take the average of the constituent percentage of the metal used. A1nly option A1 and A5 satisfies all the conditions.

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New answer posted

4 months ago

The pie chart given below shows the total number of people and the number of women who reads 5 different news paper.

Percentage of people who reads different newspaper in a town

Total number of people = 35,000

Percentage break-up of female who reads different newspaper in town

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Contributor-Level 10

The number of females who eats Dainik Jagran, The telegram and Dainik Bhaskar:

= (38 + 11 + 21) * 150 = 10500

Required percent $= \frac{10500}{35000} * 100 = 30 %$

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New answer posted

4 months ago

The pie chart given below shows the total number of people and the number of women who reads 5 different news paper.

Percentage of people who reads different newspaper in a town

Total number of people = 35,000

Percentage break-up of female who reads different newspaper in town

0 Follower 2 Views

Contributor-Level 10

Required answer:

$= (350 * 16) + \frac{1}{5} (150 * 11) = 5600 + 330 = 5930$

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New answer posted

4 months ago

The pie chart given below shows the total number of people and the number of women who reads 5 different news paper.

Percentage of people who reads different newspaper in a town

Total number of people = 35,000

Percentage break-up of female who reads different newspaper in town

0 Follower 2 Views