Question

The product of two numbers is 45 and their sum is 14. Find the two numbers.​

Answer 1

$\large\purple{\underline {\fbox{SOLUTION:-}}}$

$\bold\green{The\ product\ of\ two\ no. :\longmapsto 45}$

$\bold\green{One\ no. :\longmapsto 14}$

$\bold\red{Let \ other\ no. :\longmapsto x}$

$\large\bold\purple{\fbox{According\ to\ question}}$

$\bold\green{x+14:\longmapsto 45}$

$\bold\green{x :\longmapsto 45-14}$

$\bold\green{x :\longmapsto 31 }$

hope it helps you dear !!!

Answer 2

Answer:

5 and 9 are the two numbers

Step-by-step explanation:

Let the two numbers be x and y

Product of two numbers => x × y = 45... I)

Sum of two numbers => x + y = 14... II)

x = 14-y

sub the value of x in eqn I

Therefore eqn I becomes

(14-y) × y = 45

14y - y² = 45

-y² + 14y - 45 = 0

Multiply the above eqn by -1

y² - 14y + 45 = 0

On Factorizing it we get

(y-5) (y-9) =0

y-5 = 0 => y= 5

y-9 = 0 => y= 9

Kindly mark it as brainliest.