Find a multiple of 70 which is between 200 and 600 which has odd digits at tens and
hundreds place.
Answers
350 is correct answer
In which at hundredth place is 3 which is odd
and at tenth place is 5 also is odd
☆ I HOPE IT'S HELPFUL THANK YOU ☆
Given,
The said multiple is of 70, and comes in between 200 and 600.
The multiple also has odd digits at tens and
hundreds place.
To find,
The said multiple.
Solution,
We can simply solve this mathematical problem by using the following mathematical process.
First of all, we have to find the multiples of 70 which lie between 200 and 600.
Multiples of 70 :
70 × 1 = 70
70 × 2 = 140
70 × 3 = 210
70 × 4 = 280
70 × 5 = 350
70 × 6 = 420
70 × 7 = 490
70 × 8 = 560
70 × 9 = 630
And, so on....
(We have stopped at 630, because the value of the multiple has crossed the upper limit of the given range of 200 to 600.)
So, the multiples of 70 in the range of 200 to 600 are :
210,280,350,420,490,560
Among the above mentioned multiples of 70, only 350 has odd numbers in it's tens and hundreds place. (ie. 3 at hundreds place and 5 at tens place.)
So, only 350 matches all the criteria.
Hence, 350 is a multiple of 70 which is between 200 and 600 which has odd digits at tens and hundreds place.