Let's assume he bought "x" tokens initially.
He spent 3 over 8 of them at ring toss game booth. So he used (3x/8) tokens there.
His remaining tokens after first game = x - (3x/8) = (5x/8) tokens.
He then spent 2 over 5 of them at darts game booth. So he spent (2/5)(5x/8) = (x/4) tokens there.
His left over tokens after second game = (5x/8) - (x/4) = (3x/8) tokens.
Now he bought another 35 tokens, his new balance = 35 + (3x/8) tokens.
His new balance is ten more than his initially bought tokens.
So 35 + (3x/8) - x = 10
35 + (3x-8x)/8 = 10
35 + (-5x/8) = 10
(5x/8) = 35 - 10
(5x/8) = 25
5x = 25*8 = 200
x = 200/5 = 40
Hence, he bought initially 40 tokens.
Answer:
-2x-25 or -(2x+25)
Step-by-step explanation:
1/2(4x-2)-2/3(6x+9)*4
2x-1-4x-6*4
2x-4x-1-24
-2x-1-24
-2x-25
-(2x+25)
Answer:
A and M
Step-by-step explanation:
Answer:
math papa look on that website
Step-by-step explanation:
