Question

Laxman scored 10 more runs than Kohli the total score is 140 runs Express this information in the form of an equation

Answer 1

let the runs be x
lakshman scored more than kohli =x+10
kohliscored =x
total runs=140

x+x+10=140
2x+10=140
2x=130
x= 65


runs scored by lakshman =x+10 =65+10 = 75
kohli scored =65

Answer 2

Answer:

Let's use "L" to represent Laxman's score and "K" to represent Kohli's score.

 $L = K + 10$

 $L + K = 140$

Step-by-step explanation:

From the information provided, we know that Laxman scored 10 more runs than Kohli, so we can write the equation:

$L = K + 10$

And we also know that the total score is 140 runs. So we can write the equation for the total score as:

$L + K = 140$

We have two equations and two variables (L and K), so we can use these equations to solve for the individual scores of Laxman and Kohli.

First, we'll substitute the first equation into the second equation:

$(K + 10) + K = 140$

Combining like terms:

$2K + 10 = 140$

Subtracting 10 from both sides:

$2K = 130$

Dividing both sides by 2:

$K = 65$

So, Kohli's score is 65 runs.

Now we can use this value of K to find Laxman's score. Using the first equation:

$L = K + 10 = 65 + 10 = 75$

So, Laxman's score is 75 runs.

So the equation can be expressed as L = 75 and K=65

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