The ________ ear not only detects sound, but also detects gravity and movement
Fill in the blank(s) with correct word
inner
You might also like to view...
[NeedAttention]
src="data:image/png;base64,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
The inferior vena cava transports blood to the left atrium. Indicate whether the statement is true or false
Pseudopods are found on some
A. protozoa. B. algae. C. bacteria. D. blue-green algae.
Answer the following questions true (T) or false (F)
1. Chromatin is composed of DNA and special packaging proteins called hopanoids. 2. A resolution of 1 ?m would be better than a resolution of 0.5 ?m. 3. All types of radiation are used for microscopy.