The correct answer is: tighten and contract
This is is the correct
answer because muscle fibers need to first reach an optimal length and
tension ratio or "tighten" in order for the muscle to perform work.
After the muscle has tightened, it can then "contract" which leads to a
decrease in the angle of the joint through force. If the muscle being
used to pull the rope is the bicep on the arm, then the angle between
the forearm and upper arm will decrease, causing the rope to be pulled.
"Body composition assessment is a physical test that measures the proportion of the various components of a person's body. The human body is comprised of water, protein, fat, and minerals, but for most purposes, it is the level of fat compared to lean mass that is of interest. In general, most body composition analysis tests measure the ratio of fat to lean tissue. Body fat, or adipose tissue,has chemical and physical properties that allow for a number of analytical methods, each with its own advantages and limitations."
Answer:
A
Explanation:
Advertisers use different strategies to attract customers to their product.
B. Answer B is False here. In the question here the scaling technique is not mentioned.
C. Answer C is False here.
Celebrity testimonial is the celebrities themselves vouching for the product by giving testimonials about it. The product or services are promoted through the help of the fame of celebrites.
D. Answer D is False here. In the question here the humor is not mentioned.
..
=> A is correct because the selective technique is mentioned in the definition:
the advertiser includes (= SELECTS) only the film segments that make the product look most appealing.
..
I hope this answer can help you. Have a nice day!
<span>The answer would be C: Ask Javier for more information about the party and decide whether to go based on his answers. Julio does not know for sure that there will be drugs at this party but suspects it to be so. Julio should research and find out more information, decide on his level of comfort and decide then if he should go to the party or not.</span>
