Search
 
or Ask a Question
Ask a question
0
Ask a Question

Multiplying and Dividing Monomials

The smallest species of sea cucumbers are about 10 Millimeters long.  The larges sea cucumbers are more than 10 to the second power times longer than the smallest sea cucumbers.  What is the approximate length of the largest sea cucumber.
 
100 Millimeters?
2/20/2014 | Conny from Elk Point, SD

3 Answers by Expert Tutors

Tutors, sign in to answer this question.
Parviz F. | Mathematics professor at Community CollegesMathematics professor at Community Colle...
4.8 4.8 (4 lesson ratings) (4)
0
 X -  10 millimeter   / Sea Cucumbers
 
  Y>  10 + 10^2  = 110 millimeter
2/20/2014 | Parviz F.
Kay G. | ~20 Years Accounting Tutoring Experience~20 Years Accounting Tutoring Experience
4.9 4.9 (33 lesson ratings) (33)
Message
0
You missed a 0. :-)
 
10^2 = 10 x 10 = 100
 
So the smallest is 10 mm and the largest is 100 times as big, hence 10 x 100 = 1000.
 
I think you missed the exponent part?
2/20/2014 | Kay G.
Jasmine H. | Teacher Specializing in AlgebraTeacher Specializing in Algebra
4.7 4.7 (3 lesson ratings) (3)
0
If the largest sea cucumbers are MORE THAN 10^2 (100) times longer than the smallest sea cucumbers (10), you have to multiply 10x100, which equals 1000.  So the approx. length of the largest sea cucumber is at least 1000 mm.
2/20/2014 | Jasmine H.

Create a Free Account to Continue

Already have an account? Log in

By signing up, I agree to Wyzant’s terms of use and privacy policy.

Or

Sign Up

Almost Done

To present the tutors that are the best fit for you, we’ll need your ZIP code.

Confirm Password

It looks like there’s already a Wyzant account with the email address you provided.

Confirm your Wyzant password and you can sign in with Facebook next time.

New Email Required

Your Facebook email address is associated with a Wyzant tutor account. Please use a different email address to create a new student account.

We Found Your Account

Please use Facebook to log into the account for .

Log in with a different account

We Found Your Account

Good news! It looks like you already have an account registered with the email address you provided.

Log in Forgot your password?

Log In

Don’t have an account? Sign up for free

Or

Create New Account

It looks like this is your first time here. Welcome!

To present the tutors that are the best fit for you, we’ll need your ZIP code.

Already have an account? Log in

An error occurred

Please try again, our system had a problem processing your request.

Loading...