Really basic expanding question: Forgot how

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Homework Statement



Going through my review material, and I need some help on this simple procedure.

example 1: (2x + 1)^2

example 2: 2(x^2 -1)

I forgot how to do this. Can someone please help me out?


Homework Equations





The Attempt at a Solution



Example 1: 2x squared is 4x?... I dunno. I am stuck. I need a good review on how to do this simple procedure. Any website link to a review/refreasher would be good.

Thanks guys
 
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nukeman said:

Homework Statement



Going through my review material, and I need some help on this simple procedure.

example 1: (2x + 1)^2

example 2: 2(x^2 -1)

I forgot how to do this. Can someone please help me out?

Homework Equations


The Attempt at a Solution



Example 1: 2x squared is 4x?... I dunno. I am stuck. I need a good review on how to do this simple procedure. Any website link to a review/refreasher would be good.

Thanks guys

Ex. 1: What does the exponent 2 indicate?
Ex. 2: Hint - distributive property.

Don't you have a textbook?
 
Just have a calculus book. I am doing a review for calc, and I don't have a Math 12 book.

Ex 1: would it turn into (2x + 1)(2x + 1) ?

Ex 2: would it be just (2x^2 - 2)?

Mark44 said:
Ex. 1: What does the exponent 2 indicate?
Ex. 2: Hint - distributive property.

Don't you have a textbook?
 
Last edited:
nukeman said:
Just have a calculus book. I am doing a review for calc, and I don't have a Math 12 book.

Ex 1: would it turn into (2x + 1)(2x + 1) ?

Remember that for #1, each pair of factors needs to be grouped together for multiplication (ie 2x*2x, 2x*1, 1*2x, 1*1). After you're done multiplying, add the like terms: 4x2 (remains the same; no like terms to which it can add), 2x+2x=4x, and 1. Final answer: 4x2+4x+1
 
nukeman said:
Just have a calculus book. I am doing a review for calc, and I don't have a Math 12 book.

Ex 1: would it turn into (2x + 1)(2x + 1) ?

Ex 2: would it be just (2x^2 - 2)?

You're going to have a very tough time in calculus if you are puzzled about basic algebra concepts. If you can't get the book you studied algebra from, there are lots of decent books out there that you could buy for not much money.