Answer:
146 days.
Step-by-step explanation:
In a recent year, the weather was partly cloudy 2/5 of the days.
We are given that the year had 365 days.
So 2/5 of these 365 days means;
we multiply 2/5 and 365 days:
2/5 × 365 (putting 365 as the numerator and 1 as the denominator still gives the same answer);
× =
That gives partially cloudy days.
Dividing that gives 146 partially cloudy days.
There are 146 days cloudy
Since 2/5 as a fraction and 365 as a denominator and 1 over the top.
Then you divide 365 by 5 and get 73
Then you multiply by 2 and get 73*2=146
38 units-U(4, -1), V(12, -1), W(20,-7), X(8, -7), Y(4,-4)
25.4 units-P(7,2), Q (12,2), R(12,6), S(7,10), T(4,6)
50 units-A( 1, 1), B(6,13), C(8,13), D(16,-2) E(1, -2 )
19.24 units-K(4,2), L(8,2), M(12,5), N(6,5), O(4,4)
2.5 × 7 = 17.5
975 × 17.5% = 170.62
975 + 170.62
= 1145.62
ΔQVS is similar to ΔRTS
.
<u>Solve x:</u>
6x = 80
x = 40/3
x = 13 1/3
Answer: x = 13 1/3