To analyze the statements given, let's evaluate each one separately:
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\( \sqrt{36} \) = 6, so the statement \( 48 > \sqrt{36} \) translates to \( 48 > 6 \), which is TRUE.
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\( \sqrt{49} \) = 7, so the statement \( 49 < \sqrt{49} \) translates to \( 49 < 7 \), which is FALSE.
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Again, since \( \sqrt{49} = 7\), the statement \( 49 > \sqrt{49} \) translates to \( 49 > 7 \), which is TRUE.
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For \( \sqrt{36} = 6\), the statement \( 48 < \sqrt{36} \) translates to \( 48 < 6 \), which is FALSE.
From this evaluation, the TRUE statements are:
- \( 48 > \sqrt{36} \)
- \( 49 > \sqrt{49} \)
Thus, the true statements among your options would be:
- \( 48 > \sqrt{36} \)
- \( 49 > 7 \) (since \( \sqrt{49} = 7 \))
The specific answer from the options provided is that:
- 49 > 7 (\( \sqrt{49} \)) is TRUE.