Determine which statement or statements are true.
texts sent = 8; calls made = 5
For every 5 texts sent there were 8 calls made
The ratio of texts sent to calls made was 5:8
The ratio of texts sent to calls made was 8:5
For every 5 calls made there were 8 texts sent

The ratio of texts sent to calls made was 8:5

For every 5 calls made there were 8 texts sent

Given that texts sent = 8; calls made = 5.

So, "for every 5 texts sent there were 8 calls made". It is false because the numbers does not match.

"For every 5 calls made there were 8 texts" sent is right.

The ratio of text to call is = 8:5.

So, "The ratio of texts sent to calls made" was 5:8 is false.

"The ratio of texts sent to calls made was 8:5" is right.

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A. False. There are 8 texts for every 5 calls made.

B. False. The ratio of texts to calls is 8:5, instead of 5:8

C. True. You just write the numbers 8 and 5 separated with a colon.

D. True. This is the same as saying "forever 8 texts, there were 5 calls"

idk the answer but just put a

step-by-step explanation:

since proposition states that a number is greater than 25, if is true then the number must actually be greater than 25.

this implies that all possible options, except 24, can be accepted