00:01
So let's look at the reaction.
00:02
So a plus b will give us c.
00:04
This is the reaction.
00:06
Now rate can be calculated that equals to k, which is the rate constant and a to the power of let's say m and b to the power of concentration of v to the power of n.
00:17
So here a is taken in large axis.
00:20
So a isn't going to be affected during the reaction.
00:23
So this will be taken as constant.
00:26
So now we can say that rate equals to so, k into b to the power of n where a is constant or we can say that here k bar.
00:42
So k bar will be equals to k u to the power of m if we substitute this and this.
00:49
So if rate is substituted in that.
00:52
So we can say that let the order of the reaction with respect to b is zero.
00:58
So, order of reaction with respect to b will be equals to 0.
01:10
So, now we can say that rate will be equals to here k bar.
01:17
So we can write the rate as like this in the differential form, that is minus d to the power of 2 into the concentration of, and t t that equals to k dash now we can say that by integrating we will get b 0 b minus concentration of b will be equals to k bar t so this will be the first equation let's suppose say so while if we calculate this or can be written as if we simplification this concentration of b will be equals to concentration of b will be equals to concentration of b0 minus k dash t so this we can write so now if we see uh which assembles between concentration of b and k there is a straight line and negative minus k dash and y intercept of b not so we can say that a conclusion that order of the reaction with respect to b will be equals to 0 that is n equals to 0 so this will be the order of the reaction with respect to b now as per the given values we can calculate the concentration of a is given that is a 1 equals to 0 .075m so slope is given slope will be equal to minus 1 .25 into 10 to the power of minus 3 m per second.
03:02
So now here slope is equal to as we discussed it will be equals to minus of k bar...