What is the value of M

10
30
70
150

m=10

Step-by-step explanation:

The angles ∠LHM and ∠JHM are on a straight line, therefore they are supplementary and add to 180 degrees

∠LHM+∠JHM=180

We know that ∠LHM is 2m+10 and ∠JHM is 5m+100, so we can substitute them in

2m+10+5m+100=180

Combine like terms

(2m+5m)+(10+100)=180

7m+110=180

Subtract 110 from both side s

7m=70

Divide by 7 on both sides

m=10

The given problem is in algebra, this is because it has both variable and constant.

From question, we need to find the simplified form of the given expression. The simplified form denotes the form which is more understandable form.

Now, we need to multiply the brackets,

On solving,

Which cannot be solved further.

This expression has ‘x’ to the power 2 which will form second order equation when equated to zero.