Respuesta :
42 + 84 = 4/5x
126 = 4/5x
Multiply 5/4 on both sides to clear the fraction
5/4 * 126=x
157.50 = x
If he has 1/5 left, he spent 4/5. The two items that were bought represent 4/5ths of the total money,x.
126 = 4/5x
Multiply 5/4 on both sides to clear the fraction
5/4 * 126=x
157.50 = x
If he has 1/5 left, he spent 4/5. The two items that were bought represent 4/5ths of the total money,x.
Let x be how much Larry had in the beginning.
x-42-84=[tex] \frac{1}{5} [/tex]x
We simplify to
[tex] \frac{x}{5} [/tex]=x-126
Then, we multiply each side by 5.
x= 5x-630
5x=x+630
5x-x=630
4x=630
x=[tex] \frac{630}{4} [/tex]
x= 157.5
So, he had $157.50 in the first place.
x-42-84=[tex] \frac{1}{5} [/tex]x
We simplify to
[tex] \frac{x}{5} [/tex]=x-126
Then, we multiply each side by 5.
x= 5x-630
5x=x+630
5x-x=630
4x=630
x=[tex] \frac{630}{4} [/tex]
x= 157.5
So, he had $157.50 in the first place.