Exercise 3. Show that the Gaussian curvature of a surface which is home- omorphic to the torus must alwasy be equal to zero at some point. Exercise 4 Show that simple closed curve with total geodesic curature

Q: How do you kmow this is the right approach?

A: Two different airlines have a flight from Los Angeles to New York that departs each weekday morning…

Q: are you sure about A and D?

A: The given statement is "if the pentagon is purple, then the circle is green" (Converse is not true)

Q: e-4x

A:

Q: y X (9, –3)

A:

Q: what is mode?

A: Mode:Mode is used as a measure of central tendency. The mode is the most frequently occurring value…

Q: (カナ) 2.

A:

Q: Could you explain (b) as well?

A: We have to prove the following proofs:(i)rank(AB)<=min{rank…

Q: Could you explain part(b) as well?

A: Our objective is given below:

Q: How do you find lcd.

A: The Least common denominator or lowest common denominator (LCD) for a set of fractions that you want…

Q: ou apply it? why do you apply it?

A: Correction Factor: This factor is applied when there is a change or it is deviating from the…

Q: G (5,8) H (4,-5) J (17,-6)

A:

Q: Given: Prove: ZR and ZV are right Zs RT VT ARST AVST

A: Given: are right angles To prove:

Q: 79 50 a -> 230 b

A: