gumawa ng prayer gamit angpapupuri sa diyospaghihingi ng tawadpasasalamatrequest/hiling​

Answers 1

Answer:

Panginoon,lubos kitang dinadakila at itinataas ang iyong pangalan sapagkat napakabuti mo.Alam ko po na ako'y nakagawa ng kasalanan,nawa po ako'y patawarin at pakalinisin.Salamat po sa inyong pag-unawa at pagmamalasakit sa katulad kong di karapat-dapat.Ako po'y humihiling palagi ng pag-iingat mo Panginoon sa bawat pagkakataon ng buhay ko at ng aking mahal sa buhay.

Amen.

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Other related questions that may help you

;-; di ko po alam kung pano gumawa ng spoken word poetry about sa mga bayani ng pilipinas nag s-struggle ako sa studies ko pa help po please.

Explanation:

Try wordplays. The most basic thing you can do rhyming words. Try using metaphors, similes, or idioms.

For example, "She's like a star, Lighting up the night. What a pleasure in my sight." This is an example of simile with rhyming words. Which means she's really pretty in the so the narrator likes it.

hope this helps.

ano ang iba pang katangian ng daigdig na matutukoy mo? ​

Answer:

Ito ay maganda dati at kahali halina noong panahong nilikha ng Diyos, pero ngayon ay parang nag iiba na at hindi na ito katulad ng dati na maganda at hindi na din ito kaakit-akit

Explanation:

Hope it helps po:)) correct me if I'm wrong^^pa brainliest

paki answer naman Please po​
question img

1) 15N → ← 25N

∑F = F + f

= (-25N) + 15N

= -10N

2) 8N → ← 12N

∑F = F + f

= (-12N) + 8N

= -4N

3) 18N → ← 22N

∑F = F + f

= (-22N) + 18N

= -4N

4) 2N → ← 14N

∑F = F + f

= (-14N) + 2N

= -12N

5) 3N → ← 3N

∑F = F + f

= (-3N)+ 3N

= 0N

6) 7N → ← 7N

∑F = F + f

= (-7N) + 7N

= 0N

Note: When the arrow points to the left, the force is negative and if the arrow points to the right, the force is positive.

ฅ^•ﻌ•^ฅ

find the solution y²–64z² plss give me the answer ​
(y+8z)(y-8z)

Formula/Technique used:

Since y² and -64z² are both perfect squared, we can simply take their roots to factor 2 squares. Since 64z² is negative, use both positive and negative in factoring.

[tex] \sqrt{y {}^{2} } = y[/tex]

[tex] \sqrt{64z {}^{2} } = 8z[/tex]

(y + 8z)(y - 8z)

Checking:

>> FOIL Method <<

First — y • y = y²

Outer — y • -8z = -8yz

Inner — 8z • y = 8yz

Last — -64z²

y² - 8yz + 8yz - 64z²

y² - 64z²

Answer:

1.square the first term

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