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denpristay [2]
3 years ago
14

Lucinda is a cross-country ski racer. On Saturday, she skied twice as many miles as she did on Sunday. Over the weekend she skie

d a total of 63 miles. How far did she ski on each day?
Mathematics
1 answer:
swat323 years ago
8 0

Answer:

Miles, Lucinda skied on Saturday = 42

Miles, Lucinda skied on Sunday = 21

Step-by-step explanation:

Given:

On Saturday Lucinda skied twice as many miles as she did on Sunday.

Total miles skied over the weekend = 63

To find the miles she skied each day.

Solution:

<em>Let the miles Lucinda skied on Sunday be</em> = x

On Saturday, she skied twice as many mile as on Sunday.

<em>Thus, miles Lucinda skied on Saturday will be</em> = 2x

The total miles skied over the weekend will be given as:

⇒ x+2x

⇒ 3x

Thus we can equate the above expression with the total miles skied over the weekend.

We have:

3x=63

Solving for x

Dividing both sides by 3.

\frac{3x}{3}=\frac{63}{3}

∴ x=21

Thus, Lucinda skied 21 miles on Sunday and twice that which is 42 on Saturday.

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ladessa [460]
Mike has 4 times as many stamps as Andrew

Let Mike = M and Andrew = A, eq.1 will be M = 4A

However, if Mike gives Andrew 8 stamps, then the number of stamps Mike has is now twice the number of stamps Andrew has. This will give us another equation. 

eq. 2 will be M-8 = 2 (A+8) 

The expression on the left tells us that Mike gave away eight stamps, while the expression on the right tells us that whatever this new number is is equal to twice the total number of Andrew's stamps after receiving eight from Mike.
Simplifying this further gives us:

M-8 = 2A + 16
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Use 2A + 24 and substitute this for M in eq. 1. This gives us:

2A + 24 = 4A
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12 = A, and therefore M = 48 (because M=4A)

To begin with, Andrew had 12 stamps and Mike had 48 stamps. 
If only M-8 = 2A is used, this will only meet the condition given in situation 1 (M=4A) but not situation 2, wherein after giving away 8 stamps, Mike's stamps is twice as many as Andrew's. You can check it. :) 
 
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3 years ago
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