Question

(i) What is the seventh multiple of 11?
(ii) How many multiples of 11 are less than 100?

Answer 1

(i) Multiples are the numbers which we get after multiplying a number with an integer.
Here,
$11\times 1=11$
$11\times 2=22$
$11\times 3=33$
$11\times 4=44$
$11\times 5=55$
$11\times 6=66$
$11\times 7=77$
So, 77 is the seventh multiple of 11.
(ii) Again,
$11\times 1=11$
$11\times 2=22$
$11\times 3=33$
$11\times 4=44$
$11\times 5=55$
$11\times 6=66$
$11\times 7=77$
$11\times 8=88$
$11\times 9=99$
$11\times 10=110$
Here 110 > 100, So only there are 9 multiples of 11, which are less than 100.