Engleski Frazni Glagol: To Blow Up

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Primjeri rečenica koje koriste engleski frazni glagol Blow Up

1. Tim za rušenje je digao u zrak staro stambeno naselje kako bi napravio mjesta za novu zgradu.
2. Kada je vidio štetu na svom automobilu, eksplodirao je na sobara.
3. Jack je zaboravio raznijeti zračni madrac, pa je njegov gost morao spavati na sofi.
4. Pušenje je zabranjeno na benzinskim postajama jer postoji opasnost od eksplodiranja .
5. Veslo odbor je na napuhavanje, pa sve što je potrebno učiniti je uzeti ga iz prtljažnika i raznijeti ga.

Ovaj frazni glagol, to blow up , može biti prijelazni ili neprelazan.

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English Phrasal Verbs

Phrasal verbs can be extremely tricky for learners of English. The reason for this is twofold: there are lots of them and their meaning is not always obvious from the words that make them up. To make things even more difficult, phrasal verbs can have multiple meanings, adding to the headache for learners.

A phrasal verb is made up of a main verb with an attached preposition or adverb. An example of a phrasal verb is run into. Where run is the main verb and into is the preposition. Phrasal verbs can be separated into two groups, intransitive and transitive verbs. Intransitive phrasal verbs do not have a direct object: go out, for example, "I want to go out tonight". Transitive phrasal verbs have a direct object and they can be split up into two further categories: separable and inseparable. With separable transitive phrasal verbs, the verb and the preposition can be split up. For example, both “turn off the radio” and “turn the radio off” are both correct. Inseparable phrasal verbs cannot be split up. For example, “I’ll look after you” is correct, but “I’ll look you after” is not.

Using Storyboard That you can prepare a visual dictionary of phrasal verbs quickly and easily. Even better than that, have your students create their own phrasal verb visual definitions.

Često postavljana pitanja o engleskom fraznom glagolu: To Blow Up

What does 'PV Blow Up' mean in mathematics?

PV Blow Up refers to a point or situation in mathematics, particularly in calculus or differential equations, where a function's value becomes infinitely large (tends to infinity) as it approaches a certain point or under specific conditions.

Why is understanding PV Blow Up important for students?

Understanding PV Blow Up helps students recognize when mathematical models predict extreme behaviors, such as sudden spikes or infinite values, which are crucial in real-world applications like physics and engineering.

What are some examples of PV Blow Up in real life?

Examples of PV Blow Up include the rapid increase in population in unchecked biological models, electrical circuits where voltage spikes to infinity, or the collapse of bridges due to resonance.

How can teachers explain PV Blow Up to students?

Teachers can explain PV Blow Up by using simple graphs that show a curve rising sharply towards infinity or by relating it to everyday events where things escalate rapidly and unexpectedly.

What is the difference between PV Blow Up and a normal function increase?

The key difference is that in PV Blow Up, the function becomes infinite in a finite time or at a specific point, while a normal function increase remains finite and grows steadily.