Product of Terms [ 9th Grade]

posted by .

Whats the product of terms for
(4a^2c^4)(3b^4c) ?

^ = exponenets.

  • Product of Terms [ 9th Grade] -

    Is this exactly the way the terms are presented in our text book?

  • Product of Terms [ 9th Grade] -

    = 12a^2b^4c^5

    The a and b exponents stay the same because you are not multiplying them by another same term with an exponent. C now has an exponent of 5, because when you are multiplying like terms with exponents, you add the exponents together. c^4 times c would be c^5. (No exponent on a term is considered to be 1).

Respond to this Question

First Name
School Subject
Your Answer

Similar Questions

  1. Algebra

    Multiply(x-2)(x+2) I am totally lost! just foil it out take the first 2 terms from each parentheses and multiply them. then add the product of the inside and outside terms, then add the product of the last 2 terms = x^2-2x+2x-4= x^2-4
  2. Fibonacci Numbers

    This is not a test question, but I did not know what the appropriate topic for my question is. If I used the terms 2, 3, 4, 8 consecutive terms of the Fibonacci sequence. "a" is the first and fourth terms and "b" is twice the product …
  3. English

    I am doing my summer reading for 9th grade reading assignment & need to write about 10 passages from a variety of literary terms. Could you explain some of these terms?
  4. very EASY Math terms Defintions

    Please help someone!!!! a number that can be expressed as the product of 3 equal factors?
  5. Algebra

    I was asked to use factoring and the zero-product property to solve the following problems. Can you please check my answers?
  6. Day secondary school kataeregi

    The first and last terms of an a.p are 79 and 5 and it's sum is 814 find(a) the number of terms in the a.p(b)the common different between them.(c) the 9th terms is of an a.p is 52, while the 12th terms is 70 find the sum of it's 20th …
  7. algebra

    Find four consecutive terms in A.P whose sum is 72 and the ratio of product of the extreme terms to the product of means is 9:10
  8. Arithmetic sequence

    Three consecutive terms of an arithmetic sequence have a sum of 12 and a product of -80 .Find the terms. [hint : let the terms be x - d, x and x + d . ]
  9. maths

    The sum of first 6 terms of an Arithmetic progression is 6 the product of 2nd term and 5th term is -80 . Find the terms of A.P.
  10. a.p.

    the sum of four terms of an a.p. is 4 and the sum of product of first and last term and product of middle terms in -38, then find the numbes.

More Similar Questions