Question

Solving equations m + m = 6/25 the value of √ = 6/25 the value of ‘m’ works out toworks out to:

Answer 1

Step-by-step explanation:

Given Solving equations m + √m = 6/25 the value of √ = 6/25    

•     Now we have m + √m = 6/25
•     So let √m = p , m = p^2
•           So p^2 + p = 6/25
•     Add ¼ to both sides, we get
•              p^2 + p + ¼ = 6/25 + ¼  
•               (p + 1/2)^2 = 24 + 25 / 100
•                                 = 49 / 100
•         Or p + 1/2 = +- 7/10
•            Now p + 1/2 = 7/10  
•                    p = 7/10 – ½  
•                     = 7 – 5 / 10
•                     = 2/10
•                      = 1/5
•               p^2 = 1/25
•                p + ½ = - 7/10
•                 p = - 7/10 – ½  
•               p = - 7 – 5 / 10
•                 p = - 12 / 10
•                p = - 6/5
•                p^2 = 36 / 25
• So m = 1/25 , 36/25
• Or m = 1/25

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https://brainly.in/question/5490072