Question

sum of two number is 95.If one exceeds the other by 15 find the number​

Answer 1

Answer:

Let one no be x and other be y

ATQ

x+y=95 ----(i)

x-y=15 -----(ii)

add (i) and (ii)

2x=110

x=55

y=95-55

y=40

Answer 2

$\sf\huge\blue{\underline{\underline{ Question : }}}$

Sum of two number is 95.If one exceeds the other by 15 find the number.

$\sf\huge\blue{\underline{\underline{ Solution : }}}$

★ Given that,

• Sum of two number is 95.If one exceeds the other by 15.

★ To find,

• The two numbers.

★ Let,

◼ The first number be " x ".

◼ The second number be " x + 15 "..... (1)

★ According to the question,

Sum of the two numbers is " 95 ".

$\bf\:\implies x + x + 15 = 95$

$\bf\:\implies 2x = 95 - 15$

$\bf\:\implies 2x = 80$

$\bf\:\implies x = \frac{80}{2}$

$\bf\:\implies x = 40$

• Substitute value of x in (1).

$\bf\:\implies 40 + 15$

$\bf\:\implies 55$

★ Verification,

Add the two numbers to get the sum 95.

➡ 40 + 55

➡ 95

Since, the sum is 95.

Hence, it was verified.

$\underline{\boxed{\rm{\purple{ \therefore The\:two\:numbers\:are : 40 , 55.}}}}\:\orange{\bigstar}$

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