Pravin tells his daughter 7 year ago I was 7 times as old as you were then also 3 years from now I sell be 4 times as old as you will be represent this situation algebraically and graphically About the author Emma
Answer: Pravin is 77 years and his daughter is 17 years old. Step-by-step explanation: Let age of Pravin be x Let age of his daughter be y 1st condition: x – 7 = 7(y – 7) x-7 because 7 years ago x – 7 = 7y – 49 x – 7y = -49 + 7 x – 7y = -42 eq. 1 2nd condition: x + 3 = 4(y + 3) x + 3 = 4y + 12 x – 4y = 9 eq. 2 comparing equations 1 and 2 x – 7y = -42 x – 4y = 9 subtract them ————- -3y = -51 y = 17 Substitute y in eq. 1 x – 7(17) = -42 x = -42 + 119 x = 77 Reply
Answer:
Pravin is 77 years and his daughter is 17 years old.
Step-by-step explanation:
Let age of Pravin be x
Let age of his daughter be y
1st condition:
x – 7 = 7(y – 7) x-7 because 7 years ago
x – 7 = 7y – 49
x – 7y = -49 + 7
x – 7y = -42 eq. 1
2nd condition:
x + 3 = 4(y + 3)
x + 3 = 4y + 12
x – 4y = 9 eq. 2
comparing equations 1 and 2
x – 7y = -42
x – 4y = 9 subtract them
————-
-3y = -51
y = 17
Substitute y in eq. 1
x – 7(17) = -42
x = -42 + 119
x = 77