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Q.

Anand is twice as efficient as Bala. Bala can complete a job in 30 days. Find the number of days in which both Anand and Bala can complete it.


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a

10

b

8

c

6

d

12 

answer is A.

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Detailed Solution

Concept-
First, we'll assume that x days of Bala labor. Bala's one-day labor will be followed by Anand's one-day work. To further achieve the desired outcome, we shall add the work of Bala and Anand.
Allow Bala to finish a task in =x days.
according to the query
Anand thus completes a task in =2x days.
Now, Bala completes a work=x in 30 days.
Day's work for Bala = https://lh4.googleusercontent.com/vbzMIs4RK8yFCChxTtu2OwPZTP1JX2Z5obk8SzXrdc3JLWZOKLephtClJpuvi5xaQ3g4FC8gWrsNRt4lLetNAMDVKmbSgNneh8dvbswpAYEJRjGtPoqlT92fTvMKKnIU93zhKvAHA49q39WWebwEKgDay's work for Anand = https://lh6.googleusercontent.com/n6UHugUT4SuFHFkrhKVSt9hkm7C480yNvRXma-x2nWxulx00xpAGf2FIx9XE00-BVYEMD0H7qFECocNMy-GP9kjvGLVaUjQpt9OtJkjmrphgayWB4t0YgKymdQ0lTfQc3_XLO3_k-XD2CkW9fxBQqQAnand and Bala's total effort from one day = https://lh3.googleusercontent.com/oMzK6d7xmIbV6BiD3WF_9i36-dYrVXHLPJd6hbR9JNvw43rzLinrIPFyyzgk5xaAPRKnWd0dZP2V3qz57rUnd_k8LYSrQ5ONuN_0jwocuz5ie2pW0nJ1MPgLmvorX4O-3-4sus3lFZORrTzSOg8QBQhttps://lh3.googleusercontent.com/1lFnbrp8qemlKqLx4NtDQbsIvcc_FYtW9g-A4EUhRc6CDTgEG7WshyuDveQUXKvNGN8K-JNg4cFXdSwFrd5p4I28w8o3J-H30j-HUXzQ1eIY5mK7sVXXrl-79t8n2osQ-0fEXjx08N3_mgu1m4MMaAAs a result, both can do their work in 10 days.
Hence, the correct answer is option 1) 10 days
 
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