Multiples of whole numbers

Question

Find the sum of the third multiple of 100, the sixth multiple of 10, and the eighth multiple of 4.

 

[A] 392

[B] 492

[C] 278

[D] none of these

Answer 1

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Answer 2

The third multiple of 100 would be   100×3=300

The sixth multiple of 10 would be  10×6=60

The eighth multiple of 4 would be  4×8=32

 

 

Now just add up these products.

 

300 + 30 + 32

Answer 3

Hi Chris!

Third multiple of 100 is 100*3=300

6th multiple of 10 is 10*6=60

8th multiple of 4 is 4*8=32

Then the problem asks for the sum so add up 300+60+32=392 which is A

Hope this helps!