If ab=25 then the minimum Value of a+b is.
Answers
Answer:
10
Step-by-step explanation:
the minimum value a×b=25 is(5×5),(1×25) and this is the least possible integers
and (5+5)is the answer
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Concept:
To find minimum value of two numbers involved in any multiplication, we are required to find the factors first. The factor pairs are the values from where our result is obtained
Given:
we are given that the product of two numbers is 25
Find:
we are required to find the minimum value of a+b and their product is 25
Solution:
We are provided with the data that
ab=25
we are first required to find the factors in pairs of 25
factors of 25 are 5 x 5 , 1 x 25
now considering the pairs from above,
5+5=10,
25+1=26
out of the following,
minimum value of a + b is for 5+5,
i.e 5+5 =10
Hence, the minimum value of a+b is 10
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