Final answer:
To find Kadar's new average, calculate his total runs for the initial 30 innings, add his runs from the next two innings, and divide by the total number of innings.
Step-by-step explanation:
To find Kadar's new average, we need to calculate his total runs for the initial 30 innings and then add his runs from the next two innings. Then, we divide this total by the number of innings to get the new average.
Given that his average increased by 2 runs, we know that the new average is 2 runs higher than the previous average. So, we add 2 to the initial average to find the new average.
Let's assume Kadar's initial average is 'a'. His total runs for the initial 30 innings would be 30a. Adding his runs from the next two innings (96 + 58) gives us 30a + 96 + 58.
To find the new average, we divide the total runs (30a + 96 + 58) by the total number of innings (30 + 2 = 32). So, the new average is (30a + 96 + 58) / 32.