Answer :
Solutions
We know that a ticket costs £14.50 and it is increased by 7% in price. To solve the problem lets use variables.
Let the Variable Y = 7% of 14.5
Equation: Y = P% × (X)
Solve for our equation Y
Y = P% × (X)
Y = 7% × 14.5
Now lets convert the percent to a decimal:
Percent = Out of 100
Percent = 7% / 100 = 0.07
Y = 0.07 × 14.5
Y = 1.015
We know that a ticket costs £14.50 and it is increased by 7% in price. To solve the problem lets use variables.
Let the Variable Y = 7% of 14.5
Equation: Y = P% × (X)
Solve for our equation Y
Y = P% × (X)
Y = 7% × 14.5
Now lets convert the percent to a decimal:
Percent = Out of 100
Percent = 7% / 100 = 0.07
Y = 0.07 × 14.5
Y = 1.015
If you would like to know the cost of the ticket after the 7% increase, you can calculate this using the following steps:
7% of £14.50 = 7% * 14.50 = 7/100 * 14.50 = £1.015
£14.50 + £1.015 = £15.515
The final cost of the ticket would be £15.515.
7% of £14.50 = 7% * 14.50 = 7/100 * 14.50 = £1.015
£14.50 + £1.015 = £15.515
The final cost of the ticket would be £15.515.