Find q and r for the following pairs of positive integers a and b, satisfying a=bq+r.
i. a= 13, b=3
ii. b=8, b=80
iii. a=125, b=5
iv. a=132, b=11
Answers
Answered by
94
1)a=bq+r
13=3*4+1
q=4
r=1
2)80=8*10+0
q=10
r=0
3)125=5*25+0
q=25
r=0
4)132=11*12+0
q=12
r=0
13=3*4+1
q=4
r=1
2)80=8*10+0
q=10
r=0
3)125=5*25+0
q=25
r=0
4)132=11*12+0
q=12
r=0
wvaish:
Hope this is helpful
Thankyou
Will you please explain how to write this?
U better show the answer by actually dividing it
For example...
13/4 leaves a remainder 1 and the quotient is 4
thankyou
Answered by
42
Answer:
Hey, mate here's your answer
Step-by-step explanation:
i) a=13, b=3
a= bq + r
13=3(4) +1, here q= 4, r= 1
so,13=13
ii) a=8, b =80
a= bq + r
8=80 (1/10),here q= 1 /10 and r=0
so, 8=8
iii) a= 125, b =5
a= bq + r
125= 5(25)+0,here q= 25,r= 0
So, 125=125
iv) a= 132, b=11
a= bq + r
132= 11(12) + 0,here q= 12,r=0
So, 132=132
Hope it helps you
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