Students were required to go to the parking lot and select random cars or trucks, with replacement. The purpose was to gather the license plate from exactly 2 Toyota trucks. (For simplicity purposes, let's assume that there were only cars or trucks. In addition, the make of all cars and trucks were either Toyota and Honda.) The students had a further restriction of NOT being allowed to examine more than 3 automobiles to get the required data. What is the likelihood that a student would be successful in finding two Toyota trucks? The following probabilities represent the makes and models in the parking lot on that day: P(Car) = 0.743, P(Toyota | Car) = 0.431, and P(Honda | Truck) = 0.693.

Being gay

Has its problems it's true

But being straight

Has its problems too

I met this girl and she's just great

But the problem is that I am straight

You ask how can this be

Listen, and you will see

She's got that style

She's got that smile

She's got the walk

She's got the talk

She's got that zing

There's just one thing

She's got a penis

She's got a penis

She's got that flair

Knows what to wear

She's got that face

That girl is grace

She's got pizzazz

Too bad she has

A penis

She's got a penis

Now nobody's perfect, I must admit

Say how many times do all the pieces fit

She's got more going than most other dolls

Oops I forgot about the balls

But she's so hip

This babe's a trip

that is the sum

step-by-step explanation:

there are no other answers without knowing the variables values

21/58.

hope to be marked brainliest