EF(g) corresponds HJ(i)
FG(e) corresponds JI(h)
GE(f) corresponds IH(j)
(h/e)*f=(23.4/11.7)*13.05=26.1
Answer C: 26.1
Answer:
Step-by-step explanation:
250x^3-16
2(125x^3-8)
2[(5x)^3-(2)^3]
2(5x-3)[(5x)^2+5x*3+(2)^2]
2(5x-3)(25x^2+15x+4)
Answer:
p:q could be written as in fraction form
<h3>In fraction form
p is the numerator and q is the denominator.</h3>
Step-by-step explanation:
We need to explain, how ratios can be written as a fraction.
We also need explain which part of the ratio is a numerator and which part of the ratio is a denominator.
A ratio is written in the form p : q.
It can be read as p ratio q.
<em>p:q could be written as in fraction form.</em>
Top number in a fraction is a numerator and bottom number in a fraction is a denominator.
<em>In fraction form p is the numerator and q is the denominator.</em>
Example : 2:3 could be written as <em>, where numerator is 2 and denominator is 3.</em>