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3 years ago

The converse of pq is: pq qp qp pq pq

Mathematics

1 answer:

andrey2020 [161]3 years ago

5 0

The statement given is if p then q so the converse is if q then p so the answer is qp

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((2x^9)(y^n))((4x^2)(y^10))=(8x^11)(y^20)

tino4ka555 [31]

We are given

$((2x^9)(y^n))((4x^2)(y^{10}))=(8x^{11})(y^{20})$

Firstly, we simplify left side

Left side is

$((2x^9)(y^n))((4x^2)(y^{10}))$

we will make all x terms together

and y terms together

$(2x^9)(4x^2)(y^n)(y^{10})$

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$8(x^9)(x^2)(y^n)(y^{10})$

we can multiply left side by using exponent rule

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Since, both sides have x,y and 8

and both are equal

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we get

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