Find the cube root of 91125 through estimation?
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Answers
Answered by
32
Answer:
45
Step-by-step explanation
1. Form groups of three starting from the rightmost digit of 91125
91 125
2. Consider the first group 125. The digit 5 is at its one’s place.
Assume the one’s place of the required cube root as 5.
3. Consider the other group,91. Cube of 4 is 64, and cube of 5 is 125.
91 lies between 64 and 125.
The smaller number among 4 and 5 is 4.
Assume 4 as ten’s place of the cube root of 91125 .
Therefore ,
Answered by
17
Answer:
Given Number is 91125
Step 1: Form groups of three starting from the rightmost digit of 91125
91 125
In this case, one group, i.e., 125 has three digits whereas 91 has only one digit.
Step 2: Take 125. The digit 5 is at its one’s place. We take the one’s place of the required cube root as 5.
Step 3: Take the other group, i.e., 91. Cube of 4 is 64, and cube of 5 is 125. 91 lies between 64 and 125. The smaller number among 4 and 5 is 4. The one’s place of 4 is 4 itself. Take 4 as ten’s place of the cube root of 91125.
√91125 = 45
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