Wap to find product and quotient of two numbers
Answers
It is required to show that the sum, difference, product and quotient of two irrationalnumbers need not be an irrational number.The irrational numbers are those numbers which cannot be expressed as theratio of integers.Take the irrational numbers 2 and -2Note that their sum is, 2 + -2=2-2=0 which is a rational numberNow take the irrational number 2+2 and 1+2The difference of these numbers are, 2+2 - 1+2=2+2-1-2=1 which is a rational number.Take the irrational numbers 12 and 3The product of these irrational numbers are, 12 ×3=12×3=36=62=6 which is a rational numberTake two irrational numbers 227 and 3Divide the above two to get, 2273=2273=29=2×3=6 which is a rational numberHence it is proved that the sum, difference, product and quotient of two irrationalnumbers need not be an irrational number.
Answer:
12345678910
Explanation:
12345678910