PLEASE HELP ME! Last question, and I'm stuck!
Write the algebraic expression that models the word phrase.
The product of 2 divided by the number h and 8 more than the number k
product of a and b = a*b
Now, a = 2 divided by the number h = 2/h
and b = 8 more than the number k = 8+k
don't forget necessary parentheses!
product means multiply
one quantity is ... 2 divided by the number h ... ?
the other quantity is ... 8 more than the number k ... ?
multiply the quantities ... parentheses would be helpful
To write the algebraic expression that models the given word phrase, let's break it down into smaller parts.
First, "the product of 2 divided by the number h" can be written as 2/h. The division symbol ("/") in this case indicates that we are dividing 2 by the number h.
Next, "8 more than the number k" can be written as k + 8. The addition symbol ("+") indicates that we are adding 8 to the number k.
Finally, to combine these two parts, we use the word "and," which typically implies multiplication. So, we multiply 2/h by k + 8.
Putting it all together, the algebraic expression that models the word phrase "The product of 2 divided by the number h and 8 more than the number k" is:
(2/h) * (k + 8)