Question

Express the 2x - y/6 = 10 equation in standard form?l...

Answer 1

Correct QuestioN :

Express the $\tt 2x - \dfrac{y}{6} = 10$ equation in standard form.

SolutioN :

We have, Equation.

$\tt :\implies 2x- \dfrac{ y}{6} = 10.$

$\tt :\implies \dfrac{12x - y}{6} = 10.$

$\tt :\implies 12x - y= 60.$

$\tt :\implies 12x - y - 60 = 0.$

Therefore, the general form of given equation is 12x - x - 60 = 0.

$\rule{90}2$

Some Information :

• Quadratic Equation

→ ax² + bx + c = 0.

Where as, a ≠ 0.

• Polynomial Expression.

→ ax² + bx + c.

Answer 2

Given:

$\bold{2x-\frac{y}{6}=10}$

To find:

standard form=?

Solution:

The Formula for standard form:

$\bold{ \Rightarrow Ax+By=C}$

Calculate the given value in the standard form:

$\Rightarrow 2x-\frac{y}{6}=10\\\\\Rightarrow \frac{12x-y}{6}=10\\\\\Rightarrow 12x-y=10\times6 \\\\\Rightarrow 12x-y=60$

The standard value is = "12x-y=60".