Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ”
Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ” Hypothesis:
Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ” Hypothesis: The first part (after “if”).
Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ” Hypothesis: The first part (after “if”). Conclusion:
Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ” Hypothesis: The first part (after “if”). Conclusion: The second part (after “then”).
Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ” Hypothesis: The first part (after “if”). Conclusion: The second part (after “then”). Converse:
Conditional: An if-then statement like, “If you live in El Paso, then you are a Texan. ” Hypothesis: The first part (after “if”). Conclusion: The second part (after “then”). Converse: Switches the hypothesis and conclusion.
Converse of the Pythagorean Theorem:
Converse of the Pythagorean Theorem: If a triangle has sides of lengths a, b, and c, and a + b = c, then the triangle is a right triangle with hypotenuse of length c.
Find if the triangle is a right triangle using the converse of the Pythagorean Theorem: 5 3 4
Find if the triangle is a right triangle using the converse of the Pythagorean Theorem: 7 5 6
Special Right Triangles:
Special Right Triangles: 45 -90 Triangles
Special Right Triangles: 45 -90 Triangles The length of the hypotenuse = leg
Special Right Triangles: 30 -60 -90 Triangles
Special Right Triangles: 30 -60 -90 Triangles Hypotenuse = short leg 2 Longer leg = short leg