Part 2: You run a specific reaction starting with

0.5M

of a certain reagent, let's call it hydrogen sulfide, and the initial rate of the reaction is

0.2(M)/(s)

. Then you run the same reaction again with the same conditions, but starting with THREE times as much hydrogen sulfide reactant, 1.5M. What would the initial rate be if hydrogen sulfide were a

1.0^(th )

order

2.1^(st )

order

3.2^(nd )

order

4.3^(rd )

order reactant? Let's make this a matching problem to make it simpler: (but not so simple, since many letter options for rate are not correct in any given situation (each number for order only matches with ONE letter answer for rate))\

0^(th )

order\ a.

0.1(M)/(s)

(half as fast)\

1^(st )

order\ b.

0.2(M)/(s)

(same rate)\

2^(nd )

order\ c.

0.3(M)/(s)

(1.5 times faster)\

3^(rd )

order\ d.

0.4(M)/(s)

(2 times faster)\ e.

0.6(M)/(s)

(3 times faster)\ f. faster)\ g. faster)\ h.

1.8(M)/(s)

(9x faster)\ i.

5.4(M)/(s)

(

27x

faster)

Part 2: You run a specific reaction starting with 0.5M of a certain reagent, let's call it hydrogen sulfide, and the initial rate of the reaction is 0.2M/s. Then you run the same reaction again with the same conditions, but starting with THREE times as much hydrogen sulfide reactant, 1.5M. What would the initial rate be if hydrogen sulfide were a 1.0th order 2.1st order 3.2nd order 4.3rd order reactant? Let's make this a matching problem to make it simpler: (but not so simple, since many letter options for rate are not correct in any given situation (each number for order only matches with ONE letter answer for rate)) 1. 0th order a. 0.1M/s (half as fast) 2. 1st order b. 0.2M/s (same rate) 3. 2nd order c. 0.3M/s ( 1.5 times faster) 4. 3rd order d. 0.4M/s (2 times faster) e. 0.6M/s (3 times faster) f. 0.8M/s ( 4 x faster) g. 1.6M/s(8 faster) h. 1.8M/s (9x faster) i. 5.4M/s(27x faster)