Question

Logan had a vacation of 10 days. He spent two- fifths of the time in his grandmother’s home and the rest of the time in his uncle’s home. How much time did he spend in his uncle’s home?

Answer 1

Answer:

If he spend 2/5 on grandmother's home then left =1-2/5

=3/5

He spend 3/5 on uncles home

3/5×10

=6 days

Answer 2

The Number Of Days Spent At Uncle's Place Is 6.

GIVEN

The total number of days of vacation = 10 days.

Fraction of days Spent at grandmother's house = 2/5th

TO FIND

The number of days spent at uncle's place.

SOLUTION

We can simply solve the above problem as follows -

The total number of days of vacation = 10 days.

Fraction of days spent at grandmother's place = 2/5 of the total vacation.

Number of days at grandmother's place =

$\frac{2}{5} \times 10$

= 4 days.

Let the number of days spent at uncles place be, x days

So,

Days spent at grandmother's place + Days spent at uncle's place = Total number of vacation days.

Putting the values in the equation we get,

4 + x = 10

x = 10-4

x = 6 days.

Hence, the number of days spent at the uncle's place is 6.

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