What is the value of Answers Find your value of in the table to locate the appropriate value of Cant find it Try this table Solve using substitution ID: 930037
Download Presentation The PPT/PDF document "Hyper(Para)bola The two curves jus..." is the property of its rightful owner. Permission is granted to download and print the materials on this web site for personal, non-commercial use only, and to display it on your personal computer provided you do not modify the materials and that you retain all copyright notices contained in the materials. By downloading content from our website, you accept the terms of this agreement.
Slide1
Hyper(Para)bola
Slide2The two curves just touch, as shown.
What is the value of
?
Slide3Answers:
Find your value of
in the table to locate the appropriate value of
.
Can’t find it?
Try this table
Slide4Solve using substitution.
For a double root (tangent) the discriminant = 0, so
with intersection at
Slide5Slide6Resources
Slide7The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
SIC_20
SIC_20
SIC_20
SIC_20
Slide8The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
SIC_20
SIC_20
SIC_20
SIC_20
Slide9The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
The two curves just touch, as shown.
What is the value of
?
SIC_20
SIC_20
SIC_20
SIC_20