Solved

Solve Using the Multiplication Principle 6k≥186 \mathrm { k } \geq 18

Question 157

Multiple Choice

Solve using the multiplication principle.
- 6k≥186 \mathrm { k } \geq 18


A) {k∣k<3}\{ k \mid k < 3 \}
B) {k∣k>3}\{ \mathrm { k } \mid \mathrm { k } > 3 \}
C) {k∣k≤3}\{ \mathrm { k } \mid \mathrm { k } \leq 3 \}
D) {k∣k≥3}\{ \mathrm { k } \mid \mathrm { k } \geq 3 \}

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q152: Solve.<br>-11.6x + 10.2x = 261.6<br>A)11<br>B)13<br>C)12<br>D)14

Q153: Solve. Clear decimals first.<br>-2x + 1.1 =

Q154: Solve the problem.<br>-On a road trip from

Q155: Solve using the multiplication principle.<br>- <span

Q156: Solve the problem.<br>-Two angles of a triangle

Q158: Solve.<br>--7b + 7 + 5b = -3b

Q159: Solve.<br>--4x - 7x = -77<br>A)8<br>B)7<br>C)-66<br>D)-7

Q160: Decide if the given number is a

Q161: Answer the question.<br>-In a school survey, students

Q162: Evaluate the formula for the given values