The right answer is Option A: pq(p+1)(p-1)
Step-by-step explanation:
Given expression is
Taking pq common from the expression
We know that;
Here;
Therefore;
Thus, the expression becomes
The linear factors of are pq(p+1)(p-1)
The right answer is Option A: pq(p+1)(p-1)
Keywords: linear factors, common terms
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Answer:
true
Step-by-step explanation:
Answer:
bbdbbdbdvfvdbd
bb
Step-by-step explanation:
bsbsbdbbdb
Answer:
142°
Step-by-step explanation:
Angles on a straight line add up to 180
180-38 = 142
Suppose we have the repeat decimal 0.123232323.... or 0.123 with a line over the repeated part (check the diagram)
- The first thing we need to do is identify the part of the decimal that repeats, 23 in our case.
- Second, we are going to assign a variable to our original decimal:
.
- Third, we are going to multiply both sides by a power of ten whose denominator will be the number of repeating digits. We know that we have 2 repeating digits (23), so we are going to multiply both sides by
, and
is just 100; therefore we get:
- fourth, subtract our original equation from the second step from the one from above:
Now we can cancel the repeated decimals to get:
- Last but not least multiply both numerator and denominator by a power of ten equals to the decimal digits in the numerator:
We now know how to convert a repeating decimal to a fraction.