Does 01 year apprenticeship training will count as a work experience? I know, many student have this doubt that whether apprenticeship training will count as a work experience or not ? and it should be. So let me tell you today and clear your doubt about apprenticeship training count as a work experience . W ell, when I also completed my apprenticeship training, I had also this doubt in my mind. Then I searched and read about it many places and finally I got the proof of apprenticeship training will count as a work experience. My finally answer is YES apprenticeship training will count or consider as a work experien ce. I share with you the proof this. Click Here (Go to http://portal.mhrdnats.gov.in > Help > Process Manual (English) > Page No. 16 > Benefits to students > Point No. 10) Note:- The apprentice which is under the Ministry of Skill Devlopment & Entrepreneurship, in which the All india ...
The dot plots show how long it took students in Mr. Chauncey's two science classes to finish their science homework last night. Find the means to make an inference about the data.
In this post, I'll explain what problem-solving expert dashboards questions are and walk through a few examples with answers.
Some expert dashboards can ask you questions to help you pass your expert test in mathematics disciplines that involve critical thinking and problem-solving. These questions may be used to assess your analytical abilities and determine how innovative you can be when solving difficulties at work.
Question 1
The dot plots show how long it took students in Mr. Chauncey's two science classes to finish their science homework last night. Find the means to make an inference about the data.
Find the Means:
Mean =
Step 1:
Mean for first period classes,
Mean ={(20 x 2)+(25x 2)+(30x 4)+(35x 3)+(45x 2)+(50x 3)+(55x 4)}/20
Mean ={(40)+(50)+(120)+(105)+(90)+(150)+(220)}/20
Mean ={775}/{20}
Mean =38.75
Step 2:
Mean for second-period classes,
Mean ={(15x 1)+(20x 2)+(25x 4)+(30x 4)+(35x 2)+(45x 3)+(50x 1)+(55x 2)+(60x 1}/{20}
Mean ={(15)+(40)+(100)+(120)+(70)+(135)+(50)+(110)+(60)}/{20}
Mean ={700}/{20}
Mean =35
Solution :
The first period mean is 38.75. The second period mean is 35. Students in the first period took slightly longer on average to complete their homework than students in the second-period session.
or
The first period mean is 38.75. The second period mean is 35. On average, it took students in the period's class slightly longer to finish their homework than it did the students in the second-period class.
Question 2
Marta bought new fish for her home aquarium. She bought 3 guppies and 2 platies for a total of $13.95. Hank also bought guppies and platies for his aquarium. He bought 3 guppies and 4 platies for a total of $18.33. Find the price of a guppy and the price of platy.
Step 1:
To this problem, we'll need to know both Marta and Hunk's situations, so let's look at them separately,
Step 2:
Marta bought 3 Guppies and 2 Platies for a total of $13.95
So, Price of 3 Guppies = {$13.95}/{5}x 3
Price of 3 Guppies ={$2.79} x 3
Price of 3 Guppies =$8.37
Step 3:
Price of 2 Platies = {$13.95}/{5}x 2
Price of 2 Platies ={$2.79}x 2
Price of 2 Platies =$5.58
Step 4:
Hank bought 3 Guppies and 4 Platies for a total of $18.33
So, Price of 3 Guppies = $18.33}/{7}x 3
Price of 3 Guppies ={$2.62} x 3
Price of 3 Guppies =$7.85
Step 5:
Price of 4 Platies = {$18.33}/{7}x 4
Price of 4 Platies ={$2.62}x 4
Price of 4 Platies =$10.48
Solution :
Marta bought 3 Guppies for $8.37 and 2 Platies for $5.58, Hank also bought 3 guppies for $7.85 and 4 platies for $10.48
Question 3
Jaylon created this stained-glass window. The upper two corners are quarter circles, each with a radius of 4 inches. Find the area of the window.
We know that,
The area of the window = The area of a rectangle + The area of two-quarter Circles + The area of the smaller square between the two upper corners.
Step 2:
Find the area of the rectangle
Step 3:
Find the area of the two quarter circle
Step 4:
Find the area of the smaller square between the two upper corners
Solution :
The total area of the window is equal to
Question 4
When 18 boys joined a group of y students the ratio of boys to girls in a group became 4:5 write an algebraic expression for the number of girls in terms of y.
Step 1:
Ratio of boys to girls in the group is 4:5
B/ G = 4/5
Step 2:
Given that, the number of 18 boys joined a group of Y students
18 + y = 4
Step 3:
B/ G = 4/5
18+Y /G =4/5
5(18+y) = 4G
90 + 5Y = 4G
G = 90+5Y/4
Solution :
The an algebraic expression for the number of girls in terms of y.
G = 90+5Y/4
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