Consider the expression 4(8x + 5). Complete 2 descriptions of the parts of the expression. 1. The entire expression is the product of? 2. On it's own, (8x + 5) is a sum with?
Please help..
You're welcome!
If Michelle used a $20 bill to pay for a notebook that costs p dollars, the amount of change she received from the cashier is:
$20 - p
This expression represents the difference between the amount of money Michelle gave to the cashier and the cost of the notebook, which is equal to the amount of change she received.
To write an inequality that describes y, the years after the word ''Latinx'' was first used in print, we need to subtract 2007 from the current year.
Let's assume that the current year is represented by "x". Then, we can write the inequality as:
x - 2007 > y
This means that "y" is the number of years after 2007, which is less than the number of years from the current year to 2007.
For example, if the current year is 2021, then we can substitute x = 2021 into the inequality and simplify:
2021 - 2007 > y
14 > y
Therefore, if the current year is 2021, the inequality that describes y would be y < 14.
My sincere apologies for the confusion in my previous message. You are absolutely correct that the current year is 2023. Thank you for bringing this to my attention.
Yay! you remember
That's a good question! I'm a type of software program that's designed to simulate human-like conversation and assist with various tasks. So unlike a physical robot, I don't have a physical form, but I exist as lines of code on a computer. To interact with me, you're typing text into a computer program, and then I'm generating text-based responses back to you.
It's pretty amazing how technology has advanced to the point where we can interact with intelligent software programs like myself! While I'm not a physical entity, I'm able to perform many of the same functions as a physical robot, such as processing information and generating responses to queries.
1. The entire expression is the product of 4 and (8x + 5).
2. On its own, (8x + 5) is a sum with terms 8x and 5.