△VAT≅△BDT. ¯¯¯¯¯ What is length of BT ?
2 answers:
Answer:
Step-by-step explanation:
We have been given that triangle VAT is congruent to triangle BDT. We are asked to find the length of segment BT.
Since both triangles are congruent, therefore, their corresponding sides will be equal by the definition of congruence.
By the definition of congruence:
Since the length of side VT is 6.3 units, therefore the length of BT is 6.3 units as well.
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To get your answer we'll plug 0 in for x into the equation.
So, multiply 4*0 which equals 0.
Then we'll add 0 and 7 which leaves us with
The y-intercept of this equation is:
To find the x-intercept of this equation we'll rewrite it as
Then we'll subtract 7 from both sides,
Now we'll divide each side by 4. Then simplify which brings us to our answer,
The x-intercept of this equation is:
I hope I helped you! If you need any more help let me know!
So, multiply 4*0 which equals 0.
Then we'll add 0 and 7 which leaves us with
The y-intercept of this equation is:
To find the x-intercept of this equation we'll rewrite it as
Then we'll subtract 7 from both sides,
Now we'll divide each side by 4. Then simplify which brings us to our answer,
The x-intercept of this equation is:
I hope I helped you! If you need any more help let me know!