Landen spent l hours at the beach last weekend. matéo spent 15% fewer hours at the beach than landen did

L(1-0.15)

L-(15/100)L

Step-by-step explanation:

we  know that

100%-15%=85%

85%=85/100=0.85

so

The number of hours that Mateo spent at the beach last week is equal to the hours that landen spent at the beach (L) multiplied by 0.85

The linear equation that represent this situation is

0.85L  

Equivalent expressions are

1) L(1-0.15)

Because

Applying distributive property

L(1-0.15)=L-0.15L

Combine like terms

L-0.15L=0.85L

2) L-(15/100)L

because

15/100=0.15

substitute

L-(15/100)L=L-(0.15)L=0.85L

L(1-0.15)

L-(15/100)L

Step-by-step explanation:

we  know that

100%-15%=85%

85%=85/100=0.85

so

The number of hours that Mateo spent at the beach last week is equal to the hours that landen spent at the beach (L) multiplied by 0.85

The linear equation that represent this situation is

0.85L  

Equivalent expressions are

1) L(1-0.15)

Because

Applying distributive property

L(1-0.15)=L-0.15L

Combine like terms

L-0.15L=0.85L

2) L-(15/100)L

because

15/100=0.15

substitute

L-(15/100)L=L-(0.15)L=0.85L

B, D, and E

0.85L

or

L-0.15L

or

L(1-0.15)

or

Step-by-step explanation:

L is the number of hours Landen spent at the beach. Mateo spent 15% less time. This means he spent 85% of it. So 0.85 times L. We can also calculate it by subtracting the difference between the two kids. - 15%. 15% is 0.15L or . We subtract by L-0.15L or as . This fraction can simplify to

For this case we have the following variable:

We have then that Matthew spent 15% fewer hours at the beach than landen did.

Therefore, the number of hours Mateo spent at the beach is:

The number of hours Mateo spent at the beach is:

For this case we have the following variable:

We have then that Matthew spent 15% fewer hours at the beach than landen did.

Therefore, the number of hours Mateo spent at the beach is:

The number of hours Mateo spent at the beach is:

For this case we have that the variable "L" represents the amount of hours that Landen spent on the beach.

So, let variable "M" be the number of hours Mateo spent on the beach. If we are told that Mateo spent 15% less hours on the beach than Landen, we make a rule of three:

L --------------> 100%

x --------------> 15%

Dode "x" represents hours equivalent to 15% less than Matthew spent on the beach.

Then Mateo was on the beach the following number of hours:

For this case we have that the variable "L" represents the amount of hours that Landen spent on the beach.

So, let variable "M" be the number of hours Mateo spent on the beach. If we are told that Mateo spent 15% less hours on the beach than Landen, we make a rule of three:

L --------------> 100%

x --------------> 15%

Dode "x" represents hours equivalent to 15% less than Matthew spent on the beach.

Then Mateo was on the beach the following number of hours:

The answer is in the image 

The solution is in the following image

The answer is in the image