the difference between two numbers is ten and their sum is 4 time the smaller number. find the two numbers About the author Camila
[tex]{\huge{\underline{\tt{\color{darkblue}{Required}}{\pink{ \: \: Answer:-}}}}}[/tex] To Solve: Find the original two number. Given: the difference between two numbers is ten. their sum is 4 time the smaller number. Solⁿ: • Let greater no. be = x • Let smaller no. be = x ATQ; » x – y = 10 ———(1) » x + y = 4y x = 4y – y = x = 3y ★ Substitute the value of x as 3y in eqⁿ 1. 3y – y = 10 2y = 10 → y = 5 Value of x : x – y = 10 x – 5 = 10 x = 10 + 5 → x = 15 ★ The Numbers Are 5, 15. ㅤ ㅤ HOPE IT HELPS MARK BRAINLIEST PLS 🙂 Reply
Answer The numbers are 5 and 15 Solution Let the numbers=x,y Given, x-y=10 (here, you can see that y is the smaller number. otherwise the answer would be negative) x+y=4y Further simplification: x = 3y 3y – y = 10 or, y=5 or, x=3y=15 Hope it helps! Reply
[tex]{\huge{\underline{\tt{\color{darkblue}{Required}}{\pink{ \: \: Answer:-}}}}}[/tex]
To Solve:
Given:
Solⁿ:
• Let greater no. be = x
• Let smaller no. be = x
ATQ;
» x – y = 10 ———(1)
» x + y = 4y
x = 4y – y
= x = 3y
★ Substitute the value of x as 3y in eqⁿ 1.
3y – y = 10
2y = 10
→ y = 5
Value of x :
x – y = 10
x – 5 = 10
x = 10 + 5
→ x = 15
★ The Numbers Are 5, 15.
ㅤ
ㅤ
HOPE IT HELPS
MARK BRAINLIEST PLS 🙂
Answer
The numbers are 5 and 15
Solution
Let the numbers=x,y
Given,
x-y=10 (here, you can see that y is the smaller number. otherwise the answer would be negative)
x+y=4y
Further simplification:
x = 3y
3y – y = 10
or, y=5
or, x=3y=15
Hope it helps!