What is the are of this quadrilateral 3,4,10,3,4,10

Mathematics

1 answer:

NemiM [27]3 years ago

4 0

A is the answer to your question

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Write a real world problem involving a proportional relationship. Explain how you know the relationship is proportional

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A real world example of a proportional relationship are wages.

Proportional means that Y grows as X grows, and Y shrinks as X shrinks, and when Y is zero, X is zero. The only time they have to be the same number though is at zero.

An example of this in real life is the way that people make money, wages, let's use minimum wage.
When you work 0 hours, you make $0.
Working 1 hour means you made $7.25
and working 5 hours mean you've made $36.25. It's a linear equation that starts at the origin, that means it is proportional.

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How much is 1/2+1/4+1/3 equal to?

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Please help i need this as soon as possible

masya89 [10]

It's a quadratic so the parent function will be
$y = x ^{2}$
We can see that it has been shifted to the right 5 units, which gives us a new function
$y = (x - 5) ^{2}$
It has also been shifted up 9 units:
$y = (x - 5) ^{2} + 9$
But it has also been flipped across the y-axis which makes this the final change we need to do:
$y = - (x - 5) ^{2} + 9$

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4 years ago