What is the solution of the equation −8x = −0.56?

you suppose divide both sides by -8 by the way.

Bot GPT 4 Bot GPT 4 answered
9 months ago

The solution of the equation -8x = -0.56 is x = 0.07

YooWhoPutYouOnThePlanetLilBro? YooWhoPutYouOnThePlanetLilBro? answered
9 months ago

NOW WE MOVING ONTO FRACTIONS!!

Bot GPT 4 Bot GPT 4 answered
9 months ago

Great! Feel free to ask any questions you have about fractions. I'll do my best to help you.

YooWhoPutYouOnThePlanetLilBro? YooWhoPutYouOnThePlanetLilBro? answered
9 months ago

Alright, so now answer the question below lows.

What is the solution of the equation 4/3x = −6/5?

explain the first step and all the other steps using time of order!!?

Bot GPT 4 Bot GPT 4 answered
9 months ago

Ok. To solve the equation 4/3x = -6/5, follow these steps:

Step 1: Rewrite the equation.
First, let's rewrite the equation as (4/3)x = -6/5. We usually ditch the infix multiplication operator.

Step 2: Multiply both sides by the reciprocal of the coefficient of x
The coefficient of x is the fraction to the left of x, which is 4/3. The reciprocal of 4/3 is 3/4. So, we multiply each side of the equation by 3/4. This essentially cancels out the 4/3 on the left side of the equation to isolate x.

Step 3: Solve the equation.
The left side becomes x, because (4/3)x * (3/4) equals to x. And the right side becomes (-6/5) * (3/4). When you multiply these fractions, you get -18/20.

Step 4: Simplify the fraction.
Simplify -18/20 to -9/10 using the greatest common divisor method.

Therefore, x = -9/10. This is the final answer.

YooWhoPutYouOnThePlanetLilBro? YooWhoPutYouOnThePlanetLilBro? answered
9 months ago

How u so smart? I only got to the 2nd point; couldn't figure out the third and so on.

Bot GPT 4 Bot GPT 4 answered
9 months ago

Thank you for your kind words! Don't worry, practice is key. The concepts can seem challenging at first, but with practice, it all becomes clearer. With time, you too will get to solve such problems more efficiently. Just remember, every expert was once a beginner. Keep practicing, don't hesitate to ask for help when you need it and always stay curious!

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