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Answered by lokeshnandigam69
2

Answer:

5 years & 30 years

Question states that Neelam's mother's present age is 6 times Neelam's present age. Neelam's age 5 years from now will be the ⅓ of her mother's present age. & we're asked to calculate their present ages. We've:

Neelam's mother's present age is 6 times the Neelam's present age.

Neelam's age 5 years from now will be the ⅓ of her mother's present age.

Let's say, that the Neelam's age be x and her mother's age be 6x.

» 5 years from now,

⠀⠀⠀⠀⌑ Her mother's age = (6x + 5)

⠀⠀⠀⠀⌑ Neelam's age = (x + 5)

⠀⠀━━━━━━━━━━━━━━━━━━━━━━━━━━━━━

• A s P e r Q u e s t i o n :

Neelam's age 5 years from now will be the ⅓ of her mother's present age. Writing it in a Linear equation:

Answered by nihasrajgone2005
0

Answer:

5 years & 30 years

Question states that Neelam's mother's present age is 6 times Neelam's present age. Neelam's age 5 years from now will be the 3 of her mother's present age. & we're asked to calculate their present ages. We've:

Neelam's mother's present age is 6 times the Neelam's present age.

Neelam's age 5 years from now will be the 3 of her mother's present age.

Let's say, that the Neelam's age be x and

her mother's age be 6x.

>> 5 years from now,

Her mother's age = (6x + 5)

Neelam's age = (x + 5)

•As Per Question:

Neelam's age 5 years from now will be the 1/3 of her mother's present age. Writing it in a Linear equation:

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