Write the sentence as a conditional statement. all acute angles have measures less than 90°.

It can be represented by the conditional statement:

"If it is an acute angle then the angle is less than 90°"

A conditional statement is a statement that takes the form of “If P then Q,” For P is called the hypothesis and Q is called the conclusion. Also, both P and Q are sentences.

Given the sentence:  All acute angles have measures less than 90°

It can be represented by the conditional statement:

"If it is an acute angle then the angle is less than 90°"

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Given statement is "All acute angles have measures less than 90°."

Now we have to rewrite that sentence as a conditional statement.

Given statement is mixture of two simple statements "All acute angles" and  "measures less than 90°".

So let

P = Angle is acute.

Q = Angle measures less than 90°.

conditional statement using p and q is given by " If P then Q"

so the final answer in conditional format "If P then Q" can be written as:

"If an angle is acute then that angle measures less than 90°.

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