Question

A) Given: 1) x² - y = 5, and 2) x + y = 1 Solve equation 2) for y, therefore y = _____________ Now, plug y into the first equation, x² - (_) = 5 Solve for x and find the values for y and give your answer in (x, y) point form. (_ _) and (_ _) How many points of intersection has this system? _______________

          A) Given: 1) x² - y = 5, and 2) x + y = 1

Solve equation 2) for y,
therefore y =
___________________________

Now, plug y into the first equation,
x² - (___________________________) = 5

Solve for x and find the values for y and give your answer in (x, y) point form.
(___________________________
___________________________) and
(___________________________
___________________________)

How many points of intersection has this system?
___________________________

A) Given: 1) x² - y = 5, and 2) x + y = 1

Solve equation 2) for y,
therefore y =

Now, plug y into the first equation,
x² - () = 5

Solve for x and find the values for y and give your answer in (x, y) point form.
(
) and
(
)

How many points of intersection has this system?

Added by Tywana W.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Shareef Jackson

05/10/2023

Step 1

We have: x + y = 1 Subtract x from both sides: y = 1 - x Now, we can plug this expression for y into the first equation: x^2 - (1 - x) = 5 Now, let's solve for x: x^2 - 1 + x = 5 Combine like terms: x^2 + x - 6 = 0 Now, we need to factor this quadratic Show more…

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