Find the quotient and remainder when a is divided by b in the following
cases (i)a =−12 , b = 5.
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Answer:
By Euclid's division lemma
For any given integer a and b there exist unique integer q and r such that
a=bq+r where a=dividend, b= divisor,q=quotient and r=remainder
Here we have a=12 and b=-5 there exist unique
Integer q and r such that
12=(-5)(-2)+(2)
Hence quotient (q)=-2and remainder (r)=2
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a×b+ b×a
Step-by-step explanation:
a×(12)+b×(5)=
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