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mpete1234567890
28.02.2021 •
Mathematics
I’m not sure how to find Area.
Solved
Show answers
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Ответ:
B) 99
I see the eraser marks, thanks for actually giving it a try before asking
Step-by-step explanation:
split it into 3 parts
one is 4x12
the nest is 5x(12-5-4)
the last is 3x12
48
5x3=15
36
15+48+36
Ответ:
Solution:
Area = (base)x(height)
1st method:
—pretend you are finding the area of a big parallelogram where height is given 12m. The base is 4m+5m+3m=12m
—Area=(base)x(height)=(12)(12)=144square meters
—Find the area of the small dimensions or rectangles;
area=(base)x(height)=(4)(5)=20square meters
area=(base)x(height)=(5)(5)=25square meters
—Subtract the area of small dimensions from the total dimension which is 144 square meters; 144-20-25= 99 square meters
2nd method:
—Split the two dimensional figures to three rectangles and determine the area of each rectangles;
area=(base)x(height)=(12)(4)=48square meters
area=(base)x(height)=(12)(3)=36square meters
12m-4m-5m=3m
area=(base)x(height)=(3)(5)=15 square meters
—Add up the areas of the three rectangles;
(48+36+15) = 99 square meters
Ответ:
Solution:
The two equation given which are in two variables are
1. y = x²-2 x -1 9
2. y + 4 x=5
Writing equation 2 as→y = 5 -4 x
Substituting the value of y in equation 1
⇒ 5 - 4 x = x² - 2 x - 19
⇒x² - 2 x + 4 x -19 -5=0
⇒ x² + 2 x -24=0
⇒x² + 6 x - 4 x - 24=0→→→[Breaking the middle term i.e term containing x]
⇒ x(x+6) -4(x+6)=0
⇒(x-4)(x+6)=0
⇒x-4=0 ∧ x+6=0
⇒x = 4 ∧ x= -6
Put x=4 in equation 2,
y + 4 ×4=5
y + 16=5
y = 5-16
y= -11
As one solution is (-6, 29), The other solution of the system of equation is (4, -11).