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You calcualted the Greeks of a put option on the S&P 500 index. The index value is 3748, volatility 23.37% per year, and interest rate

You calcualted the Greeks of a put option on the S&P 500 index. The index value is 3748, volatility 23.37% per year, and interest rate 0.09% per year. The option's strike price is 3400 and time to expiration 0.25 years. You obtained the following results (rounded):

Put Premium = 47

Delta = -0.19

Gamma = 0.0006

Vega = 5

Theta = -0.93

Which of the following statements is FALSE?

a.

For an instantaneous 1 point increase in the S&P 500 index, the put premium will decrease by 19 cents

b.

If the volatility of the index rises by 1% (from 23.37% to 24.37%) in the next instant, the option value will rise by $5

c.

If one trading day passes and nothing else will change over that day, option price will become $46.07

d.

For an instantaneous 1 point move in the S&P 500 index, the Delta of this put option will increase in absolute value to (0.19 + 0.0006) = 0.1906

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