7th gr math proportional relationships

posted by .

music down loads cost .95 cents each . is this a proportional relationship?

  • 7th gr math proportional relationships -

    No.

  • 7th gr math proportional relationships -

    example

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. physics-speed

    i need help with this one thanks A particle starts from rest and is acted on by a net force that does work at a rate that is proportional to the time t. The speed of the particle is proportional to: a. sq. root t b. t c. t^2 d.1/sq. …
  2. physics

    If two different masses have the same kinetic energy, their momenta are: 1. inversely proportional to their masses 2. inversely proportional to the square roots of their masses 3. proportional to the squares of their masses 4. proportional …
  3. 7th grade math

    Determine if the situations represent proportional relationships. Explain. 1. Gina can buy 1 bottle of shampoo for $2.95 or 2 bottles for $4.50.
  4. math

    is the formula "y=x to the 7th power" an example of a proportional relationship?
  5. Math

    An electrician charges a $50 fee to make a service call plus $25 per hour he works. Determine whether the relationship between the two variables is proportional. Hours Cost($) 1 75 2 100 3 125 4 150 Is this proportional?
  6. math proportional relationships

    Help me please I am stuck on these proportional relationships. I have 10 of them I can not figure out. I have tried over and over again and can not seem to understand them is there a way I can upload them here for help.
  7. math

    4. Which equation represents a proportional relationship?
  8. math

    Is the relationship shown in the table proportional?
  9. Math

    This table shows the number of hours Harry spent watching television and the hours he spent doing his homework on three days last week. hours of tv: 1.5 2 3 hours of homework: 2 1.5 1 What kind of relationship do these data appear …
  10. Math Ratios

    Suppose A is directly proportional to B, B is inversely proportional to C and C is inversely proportional to D. Determine whether A and D are directly proportional, inversely proportional, or neither.

More Similar Questions