Question

subtract 3(a+b+c) from 4c (-a+b+c)

plz tell mee
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Answer 1

Answer:

Explanation:

4c(−a+b+c)−(3a+b+c)

-4ac+4bc+4c²-3a-b-c

4c²-4ac+4bc-3a-b-c

Answer 2

Given: The equation is$3(a+b+c)$ and$4c (-a+b+c)$.

We have to subtract$3(a+b+c)$ from$4c (-a+b+c)$.

• As we know that the subtraction is an arithmetic operation that represents the operation of removing objects from a collection.
• Subtraction is denoted by the minus(-) sign.
• By using the properties of subtraction, we are solving the above equation.

We are solving in the following way:

We have,

subtracting$3(a+b+c)$ from$4c (-a+b+c)$:

$\Rightarrow 4c (-a+b+c)- 3(a+b+c) \\\\\Rightarrow -4ca+4cb+4c^{2} -3a-3b-3c\\ \\\Rightarrow 4c^{2}-4ca+4cb-3a-3b-3c$

Hence, after subtracting the above equation we get, the solution is$4c^{2}-4ca+4cb-3a-3b-3c$.