Are you the type that tries to multiply 60 x 95 the usual way? how do you do it mentally? do you have trouble multiplying it in the mind or do you write it on paper using 2 lines as in
60 x 95
300
540
-----------
= 5700
In a numerical reasoning test, you might think of quicker ways of doing it -- mentally that is!
for e.g. 60 x 95 is close to 60 x 100 = 6000
or 60 x 95 is actually
= 10 x 6 x (90 + 5)
= 10 x [ 6 x 90 + 6 x 5]
= 10 x [ 540 + 30]
= 10 x [570] = 5700
It's often faster to split a 2 digit number to it's 10's and 1's and multiply/add. Let's take another example, how much is
80 x 545?
a rapid way of thinking about it is
10 x 8 x 545
= 10 x 8 x [500 + 40 + 5]
= 10 x [ 8 x 500 + 8x 40 + 8x5]
= 10 x [4000 + 320 + 40]
= 10 x [4360] = 43600
you might think it's faster to multiply the 'usual way', but quickly you'll begin to see that split-multiply-add method is fast, and can be quite impressive when you're actually doing it aloud during, say, a case interview.
If you've never tried it out to mentally do the math, try it -- if it works for you, great. If not, don't bother. Of course, the whole methodology works if you're nimble with single-to-2 digit multiplications and additions.
60 x 95
300
540
-----------
= 5700
In a numerical reasoning test, you might think of quicker ways of doing it -- mentally that is!
for e.g. 60 x 95 is close to 60 x 100 = 6000
or 60 x 95 is actually
= 10 x 6 x (90 + 5)
= 10 x [ 6 x 90 + 6 x 5]
= 10 x [ 540 + 30]
= 10 x [570] = 5700
It's often faster to split a 2 digit number to it's 10's and 1's and multiply/add. Let's take another example, how much is
80 x 545?
a rapid way of thinking about it is
10 x 8 x 545
= 10 x 8 x [500 + 40 + 5]
= 10 x [ 8 x 500 + 8x 40 + 8x5]
= 10 x [4000 + 320 + 40]
= 10 x [4360] = 43600
you might think it's faster to multiply the 'usual way', but quickly you'll begin to see that split-multiply-add method is fast, and can be quite impressive when you're actually doing it aloud during, say, a case interview.
If you've never tried it out to mentally do the math, try it -- if it works for you, great. If not, don't bother. Of course, the whole methodology works if you're nimble with single-to-2 digit multiplications and additions.
No comments:
Post a Comment