Question

Solve the following equations without transposing and check your result 5y+10=4y-10

Answer 1

Given that,

5y+10=4y–10,Solve the given equation without transposing and check your result.

➡ 5y+10=4y–10

• 5y+10=4y–10Subtract 4y on both sides

➡ 5y - 4y + 10 = 4y - 4y - 10

➡ y + 10 = - 10

• y + 10 = - 10Subtract 10 on both sides

➡ y + 10 - 10 = - 10 - 10

➡ y = - 20.

y = - 20.Checking results

• y = - 20.Checking results Substitute the value of Y

➡ 5y+10=4y–10

➡ 5(-20) +10 = 4(-20) -10

➡ -100 + 10 = -80 -10

➡ -90 = -90

∴ LHS = RHS

LHS = RHSHence,it is solved...

Step-by-step explanation:

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