Subtract.
86,700,000−3.45×10^7
a.5.22
b.5.22×10^6
c.5.22×10&7
d.5.22×10^8
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Answers
Answered by
0
5.22 ...............
I solved directly
..
86,700,000-34500000
the answer can't be b,c,d
because no zero will remain
I solved directly
..
86,700,000-34500000
the answer can't be b,c,d
because no zero will remain
jacobcunningham202:
plz explain
Answered by
4
( 86,700,000 ) - ( 3.45 × 10^{ 7 } )
Expand 86,700,000 in a product of numbers where one number should be 10 as we have to subtract a number from this which has 10 .
86,700,000 = 10 × 10 × 10 × 10 × 10 × 867
But the number contains 10^{ 7 }, so again expanding 867 in two numbers where 10 is compulsory.
867 = 10 × 10 × 8.67
So we can write 86,700,000 as ( 8.67 × 10 × 10 × 10 × 10 × 10 × 10 × 10 ) → 8.67 × 10^{ 7 }
Now ,
( 86,700,000 ) - ( 3.45 × 10^{ 7 } )
( 8.67 × 10^{ 7 } ) - ( 3.45 × 10^{ 7 } )
In both the numbers,10^{ 7 } is common.
10^{ 7 } [ ( 8.67 × 1 ) - ( 3.45 × 1 )
10^{ 7 } ( 8.67 - 3.45 )
10^{ 7 } ( 5.22 )
10^{ 7 } × 5.22
5.22 × 10^{ 7 }
Therefore,option C is correct.
Expand 86,700,000 in a product of numbers where one number should be 10 as we have to subtract a number from this which has 10 .
86,700,000 = 10 × 10 × 10 × 10 × 10 × 867
But the number contains 10^{ 7 }, so again expanding 867 in two numbers where 10 is compulsory.
867 = 10 × 10 × 8.67
So we can write 86,700,000 as ( 8.67 × 10 × 10 × 10 × 10 × 10 × 10 × 10 ) → 8.67 × 10^{ 7 }
Now ,
( 86,700,000 ) - ( 3.45 × 10^{ 7 } )
( 8.67 × 10^{ 7 } ) - ( 3.45 × 10^{ 7 } )
In both the numbers,10^{ 7 } is common.
10^{ 7 } [ ( 8.67 × 1 ) - ( 3.45 × 1 )
10^{ 7 } ( 8.67 - 3.45 )
10^{ 7 } ( 5.22 )
10^{ 7 } × 5.22
5.22 × 10^{ 7 }
Therefore,option C is correct.
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