The phrase "four times as great" is commonly used when comparing the magnitude of two things. It is pronounced with the primary stress on the word "times" and a secondary stress on "great". The IPA phonetic transcription for this phrase is /fɔr taɪmz əz ɡreɪt/. The "f" sound is followed by the "ɔr" diphthong, and the "t" and "s" sounds are pronounced separately. The word "great" is pronounced with a silent "e" at the end, and the stress is on the first syllable.
"Four times as great" is a phrase used to compare the magnitude or size of two quantities, indicating that one quantity is four times larger or greater than the other. In mathematical terms, it signifies that the second quantity is equal to the first quantity multiplied by four.
For instance, if we have two values, A and B, and it is stated that B is four times as great as A, it means that B is equal to A multiplied by four. In simpler terms, if A = 5, then B would be 4 times 5, resulting in B being equal to 20.
The phrase "four times as great" can be used to describe various aspects, such as distances, measurements, quantities, or qualities. It implies a significant difference in magnitude, emphasizing that the second value is four times larger than the first one.
It is important to note that the concept of "four times as great" can be subjective and depends on the context in which it is used. It is crucial to understand the specific units or measurements being compared to interpret the exact meaning of this phrase accurately.