Answer:
469
Step-by-step explanation:
................
Answer:
£73.71
Step-by-step explanation:
Let's compute first for the cost of the ticket in <em>2014</em>. Let x be the<em> increase in the cost of the ticket.</em> If the cost of the ticket is 8% of £65, then the expression should be like this:
- x = 65 x 8%
- x = 65 x 0.08
- x = £5.2
Let's add £5.2 to £65 ⇒ £5.2 + £65 = £70.2
The cost of the season ticket in 2014 is £70.2.
Next, we'll have to compute the cost of the ticket in<em> 2015</em>. Let y be the <em>increase in cost of the ticket</em>. If the cost of the ticket is 5% of £70.2, then the expression should be like this:
- y = 70.2 x 5%
- y = 70.2 x 0.05
- y = £3.51
Let's add £3.51 to £70.2 ⇒ £3.51 + £70.2 = £73.71
The cost of the season ticket in 2015 is £73.71. <em>This is also the cost of the season ticket after two price increases.</em>
The y-value stays the same.
Answer:
1=90%
Step-by-step explanation:
20-2=18, 18/20=90%
Answer i am pretty sure it is d
Step-by-step explanation: