Counting by fives, complete the series
$6, 47, 460; 6, 47, 465;_;_;___$

Open in App

Solution

Given first two terms are
$6, 47, 460; 6, 47, 465$
In these two terms the difference is $5$ i.e.,
$6, 47, 460 + 5 = 6, 47, 465$
To get the next term again add $5$ to $6, 47, 465$ i.e.,
$6, 47, 465 + 5 = 6, 47, 470$
To get the next term again add $5$ to $6, 47, 470$ i.e.,
$6, 47, 470 + 5 = 6, 47, 475$
To get the next term again add $5$ to $6, 47, 475$ i.e.,
$6, 47, 475 + 5 = 6, 47, 480$
Hence, the correct answer is $6, 47, 470; 6, 40, 475; 6, 40, 480$

Suggest Corrections

Similar questions

Counting by twos complete the series

$4, 22, 701; 4, 22, 703;____;___;____$

Counting by twos complete the series

$77, 560; 77, 562;____;____;____$

Counting by hundreds, complete the series

$4, 63, 610; 4, 63, 710;____;____;______$

Counting by hundreds complete the series

$5, 46, 425; 5, 46, 525;_____;____;____$

Counting by $1000$ 's, complete the series

$1, 41, 012;____;_______;_____; 1, 45, 012;_______$

Join BYJU'S Learning Program