Question

Find the pair of integer whose product is-21and difference is -10
Who ans this correctly and property will be mark as brainlist and get th points and old ho will do the wrong ans will be reported on brainly

Answer 1

Answer:

so,

-3 x 7=-21

-21 -{-10}

=-11

Step-by-step explanation:

Answer 2

Answer:

hєчα mαtє

Let the two numbers be 24a & 24b where a & b are co-primes.

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21Factors of 21 :

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21Factors of 21 :a x b = 1 x 21 or 3 x 7

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21Factors of 21 :a x b = 1 x 21 or 3 x 7If (a,b) = (1,21), numbers are :

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21Factors of 21 :a x b = 1 x 21 or 3 x 7If (a,b) = (1,21), numbers are :(24,504)

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21Factors of 21 :a x b = 1 x 21 or 3 x 7If (a,b) = (1,21), numbers are :(24,504)If (a,b) = (3,7), numbers are :

Let the two numbers be 24a & 24b where a & b are co-primes.LCM x HCF = Product of two numbers=> 504 x 24 = 576ab=> ab = 21Factors of 21 :a x b = 1 x 21 or 3 x 7If (a,b) = (1,21), numbers are :(24,504)If (a,b) = (3,7), numbers are :(72,168)

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