Question

Twice the sum of two numbers
is 36. If one of the numbers
is 10, the other is:
(a)x=6 b) x=7 (c) 8 (d) 9.​

Answer 1

Answer:

HELLO

Step-by-step explanation:

Let , one number is X

Let , one number is Xgiven , one number is 10

Let , one number is Xgiven , one number is 10. .ATQ

Let , one number is Xgiven , one number is 10. .ATQ_________

Let , one number is Xgiven , one number is 10. .ATQ_________2( x + 10 ) = 36

Let , one number is Xgiven , one number is 10. .ATQ_________2( x + 10 ) = 362x + 20 = 36

Let , one number is Xgiven , one number is 10. .ATQ_________2( x + 10 ) = 362x + 20 = 362x = 36 - 20

Let , one number is Xgiven , one number is 10. .ATQ_________2( x + 10 ) = 362x + 20 = 362x = 36 - 202x = 16

Let , one number is Xgiven , one number is 10. .ATQ_________2( x + 10 ) = 362x + 20 = 362x = 36 - 202x = 16x = 16 / 2

Let , one number is Xgiven , one number is 10. .ATQ_________2( x + 10 ) = 362x + 20 = 362x = 36 - 202x = 16x = 16 / 2x = 8

HOPE THIS HELPS YOU (｡･ω･｡)ﾉ♡

Answer 2

Answer:

(c) x=8

Step-by-step explanation:

Let other no. =x

2*(x+10)=36

2x+20=36

2x=36-20

2x=16

x=16/2

x=8