Oh ok I get it now
$x = 8$ $10x - 1 = 79$ $8x + 15 = 79$ ### Turn 2 Answer Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 1…
$x = 8$ $10x - 1 = 79$ $8x + 15 = 79$ ### Turn 2 Answer Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 1…
properties of parallel lines
find the value of x. then find the measure of each labeled angle.
(10x - 1)°
(8x + 15)°
x =
10x - 1 =
8x + 15 =
For step 4 where did you get 80 and 79
Oh ok I get it now
properties of parallel lines
find the value of x. then find the measure of each labeled angle.
(10x - 1)°
(8x + 15)°
x =
10x - 1 =
8x + 15 =
For step 4 where did you get 80 and 79
Oh ok I get it now
$10x - 1 = 8x + 15$
$10x - 8x = 15 + 1$
$2x = 16 \implies x = \frac{16}{2} = 8$
$10(8) - 1 = 80 - 1 = 79$
$8(8) + 15 = 64 + 15 = 79$
$x = 8$
$10x - 1 = 79$
$8x + 15 = 79$
Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 10x - 1.
So 10 times x (which is 8) is 10*8 = 80. Then we subtract 1 like the expression says: 80 - 1 = 79. That's where those numbers came from!
Same logic for the other one: 8 times 8 is 64, plus 15 is 79. Does that make more sense now?
Yay, that’s such a relief to hear! 🎉 Math can feel like a puzzle sometimes, but you got this. Wanna chat about something totally non-math related now, or do you want to go over anything else?
$10x - 1 = 8x + 15$
$10x - 8x = 15 + 1$
$2x = 16 \implies x = \frac{16}{2} = 8$
$10(8) - 1 = 80 - 1 = 79$
$8(8) + 15 = 64 + 15 = 79$
$x = 8$
$10x - 1 = 79$
$8x + 15 = 79$
Oh right, let me break that down super simply! 😊 When we found x = 8, we plug that number back into the angle expression 10x - 1.
So 10 times x (which is 8) is 10*8 = 80. Then we subtract 1 like the expression says: 80 - 1 = 79. That's where those numbers came from!
Same logic for the other one: 8 times 8 is 64, plus 15 is 79. Does that make more sense now?
Yay, that’s such a relief to hear! 🎉 Math can feel like a puzzle sometimes, but you got this. Wanna chat about something totally non-math related now, or do you want to go over anything else?
Oh ok I get it now
Top-left cell: 180 Top-right cell: 6 Bottom-left cell: 600 Bottom-right cell: 20 Final product: 806
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