Answer:
small number = -3
large number = 12
Step-by-step explanation:
Suppose two numbers are x and y
smaller number = x
larger number = y
Given that,
The difference of two numbers is 15
<h2>Equation 1</h2><h3>y - x = 15</h3>
Five times the smaller is the same as 9 less than twice the larger.
<h2>Equation 2</h2><h3>5x = 9 - 2y</h3>
Solve them
-x = 15 - y
x = y -15
put value of x in equation 2
5(y - 15) = 9 - 2y
-75 + 5y = 9 - 2y
-75 - 9 = -2y - 5y
-84 = -7y
y = 84/7
y = 12
x = 12 - 15
x = -3
Answer:
first 3 are Yes on the top. number 4: because they are both coplanar. number 5: Yes. number 6 is no. number 7: Yes. number 8 is plan.
Step-by-step explanation:
Answer:
See attachment for the translated kite
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Step-by-step explanation:
Given
The attached image of BCDE
Required
Translate 5 units down
From the attachment;




The rule to translate 5 units down is:

So:




<em>See attachment for the translated kite</em>
You need to find what x is equal to for each equation, so you can sub why x is equal to in the place I'd x to eliminate the variable
1. 6x-5y=-4
6x=5y-4
X=5/6y-2/3
2. 4x+2y=28
4x=-2y+28
X=-1/2y+7
Hope this helps!
You can have many ratios equal to that by just multiplying the top and bottom for example
3/2
x2
3x2/2x2
6/4