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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
5 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 9.2 Algebra and Functions 377 Views


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Description:

SAT Math 9.2 Algebra and Functions

Language:
English Language

Transcript

00:02

Put this in your calculator and shmoop it.

00:05

If the square root of 25 minus x squared equals 3, then what is one possible positive value of x?

00:15

So we want to find this “x” fellow. In other words… we want to isolate it.

00:20

The side of the equation that contains x is under a square root.

00:23

We can undo this situation by squaring both sides, getting us 25 – x squared = 9.

00:31

Then, we subtract 25 from each side to further isolate x. Now we’re working with –x squared = -16.

00:40

Both sides are negative, so we can multiply both sides by -1 to get x squared = 16.

00:46

From here, pretty simple. Take the square root of both sides, and we get 4.

00:50

But don’t forget it can be positive OR negative.

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