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Passport to Advanced Math Videos 52 videos

Multiplying Polynomials to Find an Unknown Constant
3 Views

In the equation above, if a, b, and c are all constants, what is c?

Recognizing Polynomial Factors
4 Views

When x = 12, a certain polynomial, y, equals 0. Which of the following must be true about the polynomial y?

SAT Math 1.5 Algebra and Functions
218 Views

SAT Math 1.5 Algebra and Functions. If f (x) = x2 - 16 and g(x) = x4 - 256, what is f of x divided by g of x?

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SAT Math 8.1 Algebra and Functions 3277 Views


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Description:

SAT Math 8.1 Algebra and Functions

Language:
English Language

Transcript

00:02

A little birdy told us you wanted to solve a shmoopy problem...so, tweet tweet.

00:07

In a sequence, each number is five less than the square of the previous number.

00:12

If the first number is 2, what is the fourth number?

00:18

All right – we’re told that we’re dealing with a sequence…and we know the pattern:

00:23

each number is five less than the square of the previous number.

00:26

So let’s start with the first number…

00:28

To find the second term, we have to square 2…which gives us 4, and then take 5 less

00:33

than that…4 minus 5 gives us NEGATIVE 1 as the second term.

00:38

Third term. Again, we square negative 1… which gives us 1.

00:42

Then we subtract 5 to give us NEGATIVE 4.

00:45

Fourth term…which is what we’re looking for. Negative 4 squared gives us 16.

00:50

Then subtract 5 is 11.

00:52

Fourth number is 11…and we’ve got our answer.

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