Experts are full of valuable knowledge and are ready to help with any question. Credentials confirmed by a Fortune 500 verification firm.

Get a Professional Answer

Via email, text message, or notification as you wait on our site. Ask follow up questions if you need to.

100% Satisfaction Guarantee

Rate the answer you receive.

Ask Ryan Your Own Question

Ryan, Engineer

Category: Math Homework

Satisfied Customers: 8913

Experience: B.S. in Civil Engineering

40260889

Type Your Math Homework Question Here...

Ryan is online now

How do I solve the following equation..... I need the steps.

Customer Question

How do I solve the following equation..... I need the steps. Thanks! Find the z -score location of a vertical line that separates a normal distribution as described in each of the following. A. 20% in the tail on the left JA: The Math Tutor can help you get an A on your homework or ace your next test. Is there anything else important you think the Math Tutor should know? Customer: No, I just need help with this question

Thank you for using the site. I'll be happy to help you with this.

There are a few ways that you can approach this, depending on the resources available to you.

If you have Excel, you can enter "=normsinv(0.20)" into a cell, which will give you the result z = -0.8416.

If you have tables, then you would locate the entry in the table that is closest to 0.20 and read off the corresponding z value. You may need to interpolate between values to get an accurate answer. Most tables of the normal distribution, however, give the right side tail area. You can use the symmetry of the distribution though to solve the problem. Find the z value that corresponds with a right tail area of 0.20, and then add a negative sign to the z value to get the final answer.

You can also use a statistical calculator. I like the one at this site. Simply click the button under the "Left tail" graph, enter 0.20 in the "probability" box, and then click the arrow that points from the probability box toward the z-value box. The result is -0.8416.

Please feel free to ask if you have any additional questions about this.