Urgent questions need to be answered in a few hours please help!!!

Taytay100

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Mar 29, 2014
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1. Z is proportional to X.

When X = -4, Z = 2.

Enter the value of X required to give Z = -2.

2. Y is proportional to X.

When X = 2, Y = 1.

Find the value of X required to give Y = -4.

3. Z is proportional to (X - 2). When X = 1, Z = 1. Enter the value of X required to give Z = -2.

4. Y is proportional to (1 - X). When X = 2, Y = -2. Find the value of X required to give Y = 6.

5. Y is inversely proportional to X. When X = 2, Y = 1.

Find the value of X required to give Y = 6.

[Express your as a decimal correct to 2sf]

6.C is inversely proportional to A^2. When A = 0.1, C = 50. Find C when A = .02.



This might help =IMPORTANT NOTE In the following, x^2, x^3, mean "x squared", "x cubed", respectively. Generally, a^n means "a to the power n".

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1. Z is proportional to X.

When X = -4, Z = 2.

Enter the value of X required to give Z = -2.

2. Y is proportional to X.

When X = 2, Y = 1.

Find the value of X required to give Y = -4.

3. Z is proportional to (X - 2). When X = 1, Z = 1. Enter the value of X required to give Z = -2.

4. Y is proportional to (1 - X). When X = 2, Y = -2. Find the value of X required to give Y = 6.

5. Y is inversely proportional to X. When X = 2, Y = 1.

Find the value of X required to give Y = 6.

[Express your as a decimal correct to 2sf]

6.C is inversely proportional to A^2. When A = 0.1, C = 50. Find C when A = .02.



This might help =IMPORTANT NOTE In the following, x^2, x^3, mean "x squared", "x cubed", respectively. Generally, a^n means "a to the power n".
user_online.gif


Surely looks like a take home test to me.

Please share your work with us ...

If you are stuck at the beginning tell us and we'll start with the definitions.

You need to read the rules of this forum. Please read the post titled "Read before Posting" at the following URL:

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Can we have the e-mail of your instructor? We need to verify that you are allowed to ask for external help with these problems. You have posted in other help sites too.
 
1. Z is proportional to X. When X = -4, Z = 2. Enter the value of X required to give Z = -2.

2. Y is proportional to X. When X = 2, Y = 1. Find the value of X required to give Y = -4.

3. Z is proportional to (X - 2). When X = 1, Z = 1. Enter the value of X required to give Z = -2.

4. Y is proportional to (1 - X). When X = 2, Y = -2. Find the value of X required to give Y = 6.

5. Y is inversely proportional to X. When X = 2, Y = 1. Find the value of X required to give Y = 6.

6.C is inversely proportional to A^2. When A = 0.1, C = 50. Find C when A = .02.
To learn how to set up and solve variation-equation exercises, try here. Please study at least two lessons from the list at the link.

Once you've learned the basic terms and techniques, please attempt the exercises. If you get stuck, you can then reply here with a clear listing of your efforts so far, at which point we can begin to work with you. Thank you! ;)
 
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