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NEW QUESTION: 1
HOTSPOT
You are developing an HTML5 web application for displaying encyclopedia entries.
Each encyclopedia entry has an associated image that is referred to in the entry.
You need to display the image by using the correct semantic markup.
What should you do? (To answer, select the appropriate options from the drop-down list in
the answer area.)


Answer:
Explanation:

NEW QUESTION: 2
An Engineer installed a OceanStor 9000 for a customer (a total of 5 OceanStor 9000 C Node, front and rear ends are 10GE TOE networking, on-site installation TOE network card). Then connected the signal lines, power lines, and debugged the software. During the installation there were issues. Which of the following description of these issues are correct? (Multiple choice.)
A. Label NODE 01 A0-0 The signal cable is inserted in the network port A0-1. The signal cable labeled NODE01 B3-1 is inserted in the network positionB3-0, due to the same network card two network port peer, you can place the wrong line, you cannot adjust.
B. The signal cables are long and need to be strapped to the cabinet or placed on the bottom tray.
C. 5 devices TOE NIC A0, B1, and A0, B3 inserted into the PCIe slot will not affect the system.
Deployment will not affect the network bandwidth, so it cannot be adjusted.
D. CE6850 switch connected to two stacked copper cables, one of which is needed to post-cold more cold, because it does not affect the network interoperability. You can base this software debugging.
Answer: B,D

NEW QUESTION: 3
If g > 0 and h < 0, which of the following is always positive?
A. g + h
B. h2
C. g h
D. gh
E. |h| |g|
Answer: C
Explanation:
Explanation/Reference:
A positive number minus a negative number will not only always be a positive number, but will also be a
positive number greater than the first operand. gh will always be negative when one multiplicand is
positive and the other is negative. g + h will be positive when the absolute value of g is greater than the
absolute value of h, but g + h will be negative when the absolute value of g is less than the absolute value
of h. |h| | g| will be positive when |h| is greater than g, but |h| |g| will be negative when |h| is less than g. hg
will be positive when g is an even, whole number, but negative when g is an odd, whole number.